Split (1)

train · 40.2k rows

source stringlengths 31 168	text stringlengths 51 3k
https://en.wikipedia.org/wiki/Bernab%C3%A9%20Maga%C3%B1a	Bernabé Magaña Cisneros (born August 16, 1993) is an American soccer player who currently plays as a goalkeeper for Los Angeles Force. Career statistics Club Notes References 1993 births Living people American men's soccer players American expatriate men's soccer players Men's association football goalkeepers National Independent Soccer Association players Club Universidad Nacional footballers Venados F.C. players Los Angeles Force players Expatriate men's footballers in Mexico American expatriate sportspeople in Mexico
https://en.wikipedia.org/wiki/Willard%20Langton	Willard Samuel Langton (February 26, 1872 – February 22, 1915) was a college mathematics professor and an American football coach. He served as the head football coach at Utah State University–then known as Utah Agricultural College–in Logan, Utah from 1899 to 1900, compiling a record of 1–2. He was working at Columbia University in New York City at the time of his death in 1915. Head coaching record References External links 1872 births 1915 deaths Utah State Aggies football coaches People from Smithfield, Utah
https://en.wikipedia.org/wiki/Alex%20Bavelas	Alexander Bavelas (December 26, 1913 – August 16, 1993) was an American psychosociologist credited as the first to define closeness centrality. His work was influential in using mathematics in developing the concept of centralization and in formalizing fundamental concepts of network structure. University of Iowa As one of Kurt Lewin's first graduate students, Bavelas went to University of Iowa from Springfield College trained on group work. He suggested to Lewin a method of training people to be democratic, which would become the germ of extending autocracy-democracy studies to the field of industrial relations. At Lewin's suggestion, Bavelas sought to directly apply small group dynamics theory to labor-management relations by conducting small-group experiments at the Harwood Manufacturing Company in Virginia, known as Harwood research. In implementing a program of collaborative research in Harwood, he created and developed the `Echo approach' in the early 1940s. From 1940 to 1947, Bavelas and his successor John French were able to have many of Harwood's 600 workers and almost all of the managers in experiments. These proved to be successful in increasing worker productivity while maintaining good morale, and thus small-group research in industrial settings became Bavelas's forte. Move to Massachusetts Institute of Technology Bavelas moved with Lewin from Iowa to MIT. He also used the Echo approach in studying Mennonite children. Working in MIT the 1940s and 1950s, Bavelas used mathematics to formalize his theories on social networks. After Lewin's death in 1947, Bavelas stayed in MIT while many of Lewin's students transferred to the University of Michigan to create a new Center for Group Dynamics. In 1948, Bavelas obtained his PhD from MIT with Some Mathematical Properties of Psychological Space as his doctoral thesis with Dorwin Cartwright as his adviser. Years later, Frank Harary told Cartwright that Bavelas' PhD thesis showed an independent rediscovery of graph theory. In the late 1940s, Bavelas worked in the Industrial Relations section of MIT's Department of Economics & Social Science, then headed by Douglas McGregor. He founded the Group Networks Laboratory at MIT in 1948, which included mathematician R. Duncan Luce and social psychologist Leon Festinger. Bavelas experiments Bavelas designed studies focused on information diffusion within a small group and on network structures that affect the speed and efficiency of this information diffusion. Bavelas and his students—particularly Harold Leavitt—conducted experiments on the effect of organizational structure on productivity and morale. In these experiments, small groups were given a task to complete, and then the communication structure was altered to determine if performance would be affected by a modification in the group structure. These experiments would be known as the 'Bavelas experiments' and would be described as social psychology experiments using five-person groups with
https://en.wikipedia.org/wiki/Yeison%20Guerrero	Yeison Guerrero Perea (born 21 April 1998) is an Ecuadorian footballer. Career statistics Club Notes References 1998 births Living people Footballers from Esmeraldas, Ecuador Ecuadorian men's footballers Ecuadorian expatriate men's footballers Ecuador men's under-20 international footballers Men's association football forwards Ecuadorian Serie A players Liga MX players C.S.D. Independiente del Valle footballers C.D. Veracruz footballers Delfín S.C. footballers Ecuadorian expatriate sportspeople in Mexico Expatriate men's footballers in Mexico C.S. Norte América footballers
https://en.wikipedia.org/wiki/Luis%20Bonilla%20%28footballer%29	Luis Fernando Bonilla Ramírez (born 19 September 1997) is a Colombian footballer who currently plays as a midfielder for Saltillo F.C., on loan from UANL. Career statistics Club Notes References 1997 births Living people Colombian men's footballers Colombian expatriate men's footballers Men's association football midfielders Categoría Primera A players Liga Premier de México players Tigres UANL footballers Patriotas Boyacá footballers Expatriate men's footballers in Mexico Colombian expatriate sportspeople in Mexico Footballers from Cauca Department 21st-century Colombian people
https://en.wikipedia.org/wiki/Duvier%20D%C3%ADaz	Duvier Díaz Balanta (born 21 August 1994) is a Colombian footballer who currently plays as a defender for Celaya. Career statistics Club Notes References 1994 births Living people Colombian men's footballers Colombian expatriate men's footballers Men's association football defenders Ascenso MX players C.D. Irapuato footballers Expatriate men's footballers in Mexico Colombian expatriate sportspeople in Mexico Footballers from Cauca Department
https://en.wikipedia.org/wiki/Brayan%20Moreno%20%28footballer%2C%20born%201998%29	Brayan Moreno Cárdenas (born 26 June 1998) is a Colombian footballer who currently plays as a forward for Cúcuta Deportivo. Career statistics Club Notes References 1998 births Living people Colombian men's footballers Colombian expatriate men's footballers Men's association football forwards Ascenso MX players Categoría Primera A players Celaya F.C. footballers Atlético Huila footballers Boyacá Chicó F.C. footballers Expatriate men's footballers in Mexico Colombian expatriate sportspeople in Mexico Footballers from Chocó Department
https://en.wikipedia.org/wiki/Marlon%20Sierra	Marlon Ricardo Sierra Zamora (born 21 September 1994) is a Colombian footballer who plays as a midfielder. Career statistics Notes References 1994 births Living people People from Meta Department Colombian men's footballers Men's association football midfielders Categoría Primera B players Categoría Primera A players Ascenso MX players Llaneros F.C. players Celaya F.C. footballers Jaguares de Córdoba footballers Colombian expatriate men's footballers Expatriate men's footballers in Mexico Colombian expatriate sportspeople in Mexico
https://en.wikipedia.org/wiki/Jos%C3%A9%20Rodr%C3%ADguez%20%28footballer%2C%20born%201995%29	José Gabriel Rodríguez Novoa (born 10 November 1995) is a Colombian footballer who currently plays as a forward for Cancún. Career statistics Club Notes References 1995 births Living people Colombian men's footballers Colombian expatriate men's footballers Men's association football forwards Ascenso MX players Expatriate men's footballers in Mexico Colombian expatriate sportspeople in Mexico Atlante F.C. footballers Cimarrones de Sonora players Pioneros de Cancún footballers People from Bolívar Department 21st-century Colombian people Liga de Expansión MX players Alacranes de Durango footballers
https://en.wikipedia.org/wiki/Jos%C3%A9%20Javier%20Cortez	José Javier Cortez Arroyo (born 5 May 1995) is an Ecuadorian footballer who currently plays as a forward for Zacatepec. Career statistics Club Notes References 1995 births Living people Ecuadorian men's footballers Ecuadorian expatriate men's footballers Men's association football forwards Ecuadorian Serie A players Liga MX players Atlético Zacatepec players Ecuadorian expatriate sportspeople in Mexico Expatriate men's footballers in Mexico
https://en.wikipedia.org/wiki/Moshe%20Goldberg	Moshe Goldberg () (born 1945) is an Israeli mathematician. He is a professor emeritus of mathematics at the Technion – Israel Institute of Technology. Early life Moshe Goldberg was born and raised in Tel Aviv. His parents, Gad and Rachel Raya Goldberg, immigrated from Poland and Lithuania to Palestine shortly after Hitler became Germany's chancellor in 1933. After completing his undergraduate studies, Goldberg served in the Israel Defense Forces for three years. Released at the rank of captain, he resumed his studies, earning his Ph.D. from Tel Aviv University in 1973 under the supervision of Saul Abarbanel. Academic career After a postdoctoral position at the University of California, Los Angeles (UCLA), Goldberg joined the Technion – Israel Institute of Technology in 1979, and in due course became the Ruth and Samuel Jaffe Professor of Mathematics. Goldberg began his scientific career in computational fluid dynamics. He then turned to other topics, including numerical analysis of hyperbolic and parabolic partial differential systems, linear and Multilinear algebra, matrix and operator theory, functional analysis, and various types of algebras. He held visiting positions at California Institute of Technology (Caltech), UCLA, University of California Santa Barbara, and Université Paris Dauphine (Paris 9). Goldberg published over 80 research papers. In 2013 he retired as professor emeritus. References Israeli mathematicians Academic staff of Technion – Israel Institute of Technology 1945 births Living people Tel Aviv University alumni
https://en.wikipedia.org/wiki/Wilhelm%20Schlag	Wilhelm Schlag (born May 2, 1969) is a mathematician and Phillips Professor of Mathematics at Yale University. He is known for his work in harmonic analysis and partial differential equations. Career Schlag obtained his PhD at the California Institute of Technology in 1996 under the supervision of Thomas Wolff. Since then, he has held positions at Princeton University, California Institute of Technology and the University of Chicago where he was H. J. Livingston Professor of Mathematics before moving to Yale University in 2018. He has done extensive work in Fourier Analysis, Spectral theory and dispersive partial differential equations. Schlag is one of the managing editors of Inventiones Mathematicae. Awards and honors Sloan Fellow, 2001 Guggenheim Fellow, 2009 Invited Speaker, International Congress of Mathematicians, 2014 References External links Homepage at Yale University California Institute of Technology alumni Yale University faculty Princeton University faculty California Institute of Technology faculty University of Chicago faculty Sloan Fellows 20th-century American mathematicians 1969 births 21st-century American mathematicians Living people
https://en.wikipedia.org/wiki/Biyi%20Afonja	Biyi Afonja (born 1935) is a Nigerian academician and retired professor of Statistics at the Department of Statistics, University of Ibadan. He is the first Nigerian to be President of African Statistical Association. Education He started his educational journey at All Saints' School, Araromi Orita then proceed to Government College, Ibadan for his secondary school. His higher education took him to The University College, Ibadan (now University of Ibadan, Nigeria) with Bsc. degree in Mathematics, University of Aberdeen, Scotland with a Diploma in Statistics and University of Wisconsin, USA with a PhD in Statistics. Public roles and honours He also served in various capacity as the Head, Department of Statistics, University of Ibadan, Oyo State, Commissioner for Education in the former Western State of Nigeria Chairman, National Advisory Council on Statistics Chairman, Governing Council, Ogun State College of Education and Pro-Chancellor Ogun State University, (Now Olabisi Onabanjo University, Ago Iwoye) References 1935 births Living people Academic staff of the University of Ibadan Nigerian statisticians University of Ibadan alumni
https://en.wikipedia.org/wiki/Hiltinho	Hilton Conceição de Sousa (born 8 December 1985), known as Hiltinho, is a Brazilian footballer who plays as a midfielder for 4 de Julho. Career statistics References External links 1985 births Living people Brazilian men's footballers Men's association football midfielders Campeonato Brasileiro Série B players Campeonato Brasileiro Série C players Campeonato Brasileiro Série D players Maranhão Atlético Clube players Associação Cultural e Desportiva Potiguar players Sampaio Corrêa Futebol Clube players Boa Esporte Clube players Clube Náutico Capibaribe players Itumbiara Esporte Clube players Paysandu Sport Club players Cuiabá Esporte Clube players América Futebol Clube (RN) players Ferroviário Atlético Clube (CE) players Clube Náutico Marcílio Dias players Club Sportivo Sergipe players 4 de Julho Esporte Clube players
https://en.wikipedia.org/wiki/Intel%208231/8232	The Intel 8231 and 8232 were early designs of floating-point maths coprocessors (FPUs), marketed for use with their i8080 line of primary CPUs. They were licensed versions of AMD's Am9511 and Am9512 FPUs, from 1977 and 1979, themselves claimed by AMD as the world's first single-chip FPU solutions. Adoption Whilst the i8231/i8232 (and their AMD-branded cousins) were primarily intended to partner the i8080 (or the AMD clone Am9080), the multiple interface options in their design, from simple wait state insertion and status polling routines to interrupt and DMA controller driven methods suitable for a peripheral processor or add-in board, meant that – with a small amount of glue logic – it was usable in almost any microprocessor system that had a DMA subsystem or a spare interrupt input/interrupt vector available, and AMD's original documentation provided several different examples. This was a valuable feature for one of the first commercially available single-chip FPUs, greatly broadening its potential market, and was in stark contrast to Intel's succeeding, in-house designed 8087 (and other x87 family) FPUs which were tightly bound to the x86 CPU line. For example, the i8231A was used in the Applied Analytics MicroSPEED II and II+ accelerator cards for the 6502-based Apple II line, but examples were also given for the Z80, MC6800, i8085, and even the 16-bit Z8000. Additionally, prior to the introduction of the 8087, Intel's own preliminary datasheets suggested the chips as suitable companions for the then-new 8086. Capacity The Intel 8231 (and revised 8231A) is the Arithmetic Processing Unit (APU). It offered 32-bit "double" precision (a term later and more commonly used to describe 64-bit floating-point numbers, whilst 32-bit is considered "single" precision) floating-point, and 16-bit or 32-bit ("single" or "double" precision) fixed-point calculation of 14 different arithmetic and trigonometric functions to a proprietary standard. The APU used the Chebyshev polynomials using the algorithms provided here. The available APU version of 4-MHz was for USD $235.00 and 2-MHz was for USD $149.00 in quantities of 100 or more. The later Intel 8232 is the Floating Point Processor Unit (FPU). It performed 32-bit or 64-bit (true single- and double-precision) floating point calculations compliant with the (draft) IEEE-754 standard (as used by the i80387 and other later FPUs), but only on the four primary arithmetic functions (addition, subtraction, multiplication and division). The available FPU version of 4-MHz was for USD $235.00 and 2-MHz was for USD $149.00 in quantities of 100 or more. All three chips used an 8-bit data bus design, in line with the i8080 and most other contemporary microprocessors. The 8231 could run at up to 3 MHz, and the 8231A and 8232 up to 4 MHz (a slight improvement on the Am9512 which was limited to 3 MHz), either in sync with the CPU or (in the 8231A and 8232) asynchronously depending on the degree of bus separation in t
https://en.wikipedia.org/wiki/Saudi%20Arabia%20national%20football%20team%20results%20%282010%E2%80%932019%29	This is a list of official football games played by Saudi Arabia national football team between 2010 and 2019. 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019 Statistics Results by year Opponents References 2010 2010s in Saudi Arabian sport
https://en.wikipedia.org/wiki/Alan%20Murillo	Alan Daniel Murillo Orozco (born 28 January 2002) is a Mexican footballer who currently plays as a forward for Universidad Guadalajara. Career statistics Club Notes References 2002 births Living people Men's association football forwards Leones Negros UdeG footballers Tercera División de México players Footballers from Jalisco People from Zapopan, Jalisco 21st-century Mexican people Mexican men's footballers
https://en.wikipedia.org/wiki/Eduardo%20Armenta	Eduardo Alonso Armenta Palma (born 16 December 2001) is a Mexican professional footballer who plays as a midfielder for Liga MX club Tijuana. Career statistics Club Honours Mexico U23 Central American and Caribbean Games: 2023 References 2001 births Living people Men's association football midfielders Dorados de Sinaloa footballers Ascenso MX players Liga Premier de México players Tercera División de México players Footballers from Sinaloa Mexican men's footballers
https://en.wikipedia.org/wiki/Abdelmegid%20Moustafa%20Farrag	Abdelmegid Moustafa Farrag (5 January 1928 – 31 January 2002) عبد المجيد مصطفى فراج was a Social Studies Educator and a Statistics and Demography Studies authority who also served as Professor at the Cairo Faculty of Commerce and Cairo Faculty of Economics and Political Science in Egypt and later as the Dean of the Institute of Statistical Studies and Research in Cairo, Egypt. Academic career In 1948, Abdelmegid Moustafa Farrag obtained his B.Sc. degree in Economics from the Faculty of Commerce in Cairo, Egypt, and in 1950 he earned a diploma in Statistics from the same school. In 1952 he earned a diploma in Commerce and in 1954 a master's degree in Socio-Economical Development and Planning both from the University of Birmingham, UK. In 1957 he obtained his Ph.D. degree in Demography and Population Studies from the London School of Economics, UK. His doctorate thesis was titled "Demographic Developments in Egypt During the Present Century." Post-academic career From 1950 until 2002 he served as lecturer, associate professor, professor and department head at several institutions in Cairo, Egypt and the United Arab Emirates. His last academic post was Dean of the Institute of Statistical Studies and Research in Cairo, Egypt from 1983 to 1988. From 1962 to 1968 he served as Staff Member at the International Labor Office (ILO) in Geneva, Switzerland and during the period 1970 to 1992 he served as UN Chief Technical Advisor for Yemen and Iraq and Regional Advisor UN Fund for Population Activities for all Arab countries and Afghanistan, Iran and Turkey, and Secretary General of the Supreme Council for Human Resources for the Prime minister's Office in Cairo, Egypt. In addition of being a world expert in Statistics and Demography, Prof. Farrag was a prolific thinker and many of his reform thoughts and ideas were published in many Egyptian newspapers and magazines such as Al-Ahram Al-Yawmy (الأهرام اليومي) and Al-Ahram Al-Ektesady (الأهرام الاقتصادي) during the period 1958 to 2001. Prof. Farrag's progressive thoughts were also published in four Arabic books, namely: دبلوماسية التنمية و دبلوماسية المراسم , إستثمار التخلف في ظل العولمة, المسألة السكانية - التشخيص والعلاج, أحوال مصر في نصف قرن - see publications 4 to 7 below. Awards Dr. Farrag received several awards in Egypt for his work: - 1983 - 1st Order of Science and Arts, - 1995 - Ministry of Population Award, and - 1997 - State Merit Award in the field of Social Sciences. جائزة الدولة التقديرية فى العلوم الاجتماعية - See reference 10 Publications 1- https://librarysearch.lse.ac.uk/primo-explore/search?vid=44LSE_VU1&tab=default_tab&indx=1&bulkSize=10&dym=true&highlight=true&displayField=title&query=any,contains,X28,407&search_scope=CSCOP_ALL 2- https://www.tandfonline.com/doi/abs/10.1080/00324728.1964.10405507?journalCode=rpst20 3- http://kohahq.searo.who.int/cgi-bin/koha/opac-detail.pl?biblionumber=18534 4- دبلوماسية التنمية و دبلوماسية المراسم - Year 1987 5- إستثمار التخلف في ظل
https://en.wikipedia.org/wiki/Markov%20chain%20central%20limit%20theorem	In the mathematical theory of random processes, the Markov chain central limit theorem has a conclusion somewhat similar in form to that of the classic central limit theorem (CLT) of probability theory, but the quantity in the role taken by the variance in the classic CLT has a more complicated definition. See also the general form of Bienaymé's identity. Statement Suppose that: the sequence of random elements of some set is a Markov chain that has a stationary probability distribution; and the initial distribution of the process, i.e. the distribution of , is the stationary distribution, so that are identically distributed. In the classic central limit theorem these random variables would be assumed to be independent, but here we have only the weaker assumption that the process has the Markov property; and is some (measurable) real-valued function for which Now let Then as we have where the decorated arrow indicates convergence in distribution. Monte Carlo Setting The Markov chain central limit theorem can be guaranteed for functionals of general state space Markov chains under certain conditions. In particular, this can be done with a focus on Monte Carlo settings. An example of the application in a MCMC (Markov Chain Monte Carlo) setting is the following: Consider a simple hard spheres model on a grid. Suppose . A proper configuration on consists of coloring each point either black or white in such a way that no two adjacent points are white. Let denote the set of all proper configurations on , be the total number of proper configurations and π be the uniform distribution on so that each proper configuration is equally likely. Suppose our goal is to calculate the typical number of white points in a proper configuration; that is, if is the number of white points in then we want the value of If and are even moderately large then we will have to resort to an approximation to . Consider the following Markov chain on . Fix and set where is an arbitrary proper configuration. Randomly choose a point and independently draw . If and all of the adjacent points are black then color white leaving all other points alone. Otherwise, color black and leave all other points alone. Call the resulting configuration . Continuing in this fashion yields a Harris ergodic Markov chain having as its invariant distribution. It is now a simple matter to estimate with . Also, since is finite (albeit potentially large) it is well known that will converge exponentially fast to which implies that a CLT holds for . Implications Not taking into account the additional terms in the variance which stem from correlations (e.g. serial correlations in markov chain monte carlo simulations) can result in the problem of pseudoreplication when computing e.g. the confidence intervals for the sample mean. References Sources Gordin, M. I. and Lifšic, B. A. (1978). "Central limit theorem for stationary Markov processes." Soviet Mathematics,
https://en.wikipedia.org/wiki/Ordered%20exponential%20field	In mathematics, an ordered exponential field is an ordered field together with a function which generalises the idea of exponential functions on the ordered field of real numbers. Definition An exponential on an ordered field is a strictly increasing isomorphism of the additive group of onto the multiplicative group of positive elements of . The ordered field together with the additional function is called an ordered exponential field. Examples The canonical example for an ordered exponential field is the ordered field of real numbers R with any function of the form where is a real number greater than 1. One such function is the usual exponential function, that is . The ordered field R equipped with this function gives the ordered real exponential field, denoted by . It was proved in the 1990s that Rexp is model complete, a result known as Wilkie's theorem. This result, when combined with Khovanskiĭ's theorem on pfaffian functions, proves that Rexp is also o-minimal. Alfred Tarski posed the question of the decidability of Rexp and hence it is now known as Tarski's exponential function problem. It is known that if the real version of Schanuel's conjecture is true then Rexp is decidable. The ordered field of surreal numbers admits an exponential which extends the exponential function exp on R. Since does not have the Archimedean property, this is an example of a non-Archimedean ordered exponential field. The ordered field of logarithmic-exponential transseries is constructed specifically in a way such that it admits a canonical exponential. Formally exponential fields A formally exponential field, also called an exponentially closed field, is an ordered field that can be equipped with an exponential . For any formally exponential field , one can choose an exponential on such that for some natural number . Properties Every ordered exponential field is root-closed, i.e., every positive element of has an -th root for all positive integer (or in other words the multiplicative group of positive elements of is divisible). This is so because for all . Consequently, every ordered exponential field is a Euclidean field. Consequently, every ordered exponential field is an ordered Pythagorean field. Not every real-closed field is a formally exponential field, e.g., the field of real algebraic numbers does not admit an exponential. This is so because an exponential has to be of the form for some in every formally exponential subfield of the real numbers; however, is not algebraic if is algebraic by the Gelfond–Schneider theorem. Consequently, the class of formally exponential fields is not an elementary class since the field of real numbers and the field of real algebraic numbers are elementarily equivalent structures. The class of formally exponential fields is a pseudoelementary class. This is so since a field is exponentially closed if and only if there is a surjective function such that and ; and these properties
https://en.wikipedia.org/wiki/Either%20Jim%C3%A9nez	Either Domin Jiménez Rodríguez (born 30 March 2001) is a Mexican professional footballer who plays as a midfielder for León. Career statistics Club Notes References External links Living people 2001 births Footballers from Zacatecas Men's association football midfielders Club León footballers Liga MX players Mexican men's footballers
https://en.wikipedia.org/wiki/Damian%20Rasak	Damian Rasak (born 8 February 1996) is a Polish professional footballer who plays as a midfielder for Górnik Zabrze. Career statistics References Living people 1996 births Sportspeople from Toruń Footballers from Kuyavian-Pomeranian Voivodeship Men's association football midfielders Polish men's footballers Poland men's youth international footballers Poland men's under-21 international footballers Elana Toruń players AC ChievoVerona players SEF Torres 1903 players Miedź Legnica players Wisła Płock players Górnik Zabrze players Ekstraklasa players I liga players II liga players Serie D players Polish expatriate men's footballers Expatriate men's footballers in Italy Polish expatriate sportspeople in Italy
https://en.wikipedia.org/wiki/Cristian%20Lucca	Cristian Lucca (born 17 December 1990) is a Brazilian footballer who currently plays as a defender for ASA. Career statistics Club Notes References 1990 births Living people Brazilian men's footballers Brazilian expatriate men's footballers Men's association football defenders Associação Esportiva e Recreativa Santo Ângelo players Sport Club Internacional players Bassano Virtus 55 ST players Esporte Clube São José players Esporte Clube Juventude players Clube Esportivo Aimoré players FC Cascavel players Esporte Clube Internacional (SC) players Clube Náutico Marcílio Dias players Al-Tadamon SC (Kuwait) players Sinop Futebol Clube players Akhaa Ahli Aley FC players America Football Club (Rio de Janeiro) players Serie C players Campeonato Brasileiro Série D players Kuwait Premier League players Lebanese Premier League players Brazilian expatriate sportspeople in Kuwait Expatriate men's footballers in Kuwait Brazilian expatriate sportspeople in Lebanon Expatriate men's footballers in Lebanon People from Santo Ângelo
https://en.wikipedia.org/wiki/Kerlyson	Kerlyson Viana de Moraes (born 4 January 1996), commonly known as Kerlyson, is a Brazilian footballer who plays for Maranhão. Career statistics Club Notes References 1994 births Living people Brazilian men's footballers Men's association football defenders Botafogo de Futebol e Regatas players Bangu Atlético Clube players Maranhão Atlético Clube players Footballers from Rio de Janeiro (city)
https://en.wikipedia.org/wiki/Michael%20Roberts%20%28mathematician%29	Michael Roberts (18 April 1817 – 4 October 1882), was an Irish mathematician and academic of Trinity College, Dublin (TCD), who served as Erasmus Smith's Professor of Mathematics there 1862-1879. Life Roberts was born into a well-established landed gentry family in County Cork, whose ancestors had settled there from Kent about 1630. His mother was of Scottish origins, descended from the Colonel Stewart who was governor of Edinburgh Castle and took part in the Jacobite rising of 1715. Roberts had a twin brother, William, and they were educated together at Midleton School, Cork. A portrait is reported of Roberts and his twin brother at the age of sixteen. He entered TCD in 1833. He was awarded a classical scholarship in 1836, but studied mostly under the notable mathematician and natural philosopher James MacCullagh. On graduating BA in 1838, he was elected a fellow of Trinity, and in 1862 became Erasmus Smith's Professor of Mathematics, a position he held until 1879, when he was elected as Senior Fellow. In 1848 he had been appointed the first Professor of Mathematics at Queen's College, Galway, but he resigned from the position before the college opened to students in 1849. Research Among Roberts's earlier lectures were a series on the Theory of Invariants and Covariants, on which he published papers. Next he took an interest in hyperelliptic integrals, a subject developed by Jacobi, Riemann, and Weierstrass. In 1871 he published a "Tract on the Addition of Elliptic and Hyperelliptic Integrals", constructing a trigonometry of hyperelliptic functions on the analogy of that of elliptic functions. Roberts discovered many properties of geodesic lines and lines of curvature on the ellipsoid, especially in relation to umbilics, and from 1845 published papers in the Journal de Mathématiques, the Proceedings of the Royal Irish Academy, Cambridge and Dublin Mathematical Journal, Nouvelles Annales de Mathématiques. In 1850 he wrote in the Journal de Mathématiques of the lines of curvature and asymptotic lines on a surface, at any point of which the sum of the principal curvatures is zero. The International Exhibition of 1851 at Hyde Park displayed a small model ellipsoid, on which the lines of curvature had been traced according to a method Roberts invented. Roberts published several papers on the properties and functions of the roots of algebraic equations, and on covariants and invariants. From 1868 to 1873 he published work in Annali di Matematica, including in 1869 and 1871 two papers on Abelian function. Personal life In 1851, Roberts married Kate Atkin, a daughter of John Drew Atkin, of Merrion Square, Dublin, and they had seven children, three sons and four daughters. In the 1870s, his health began to fail, and he died in Dublin in October 1882. Notes 1817 births 1882 deaths Alumni of Trinity College Dublin Irish people of Scottish descent People educated at Midleton College Fellows of Trinity College Dublin 19th-century Irish mathematician
https://en.wikipedia.org/wiki/Severi%20variety%20%28Hilbert%20scheme%29	In mathematics, a Severi variety is an algebraic variety in a Hilbert scheme that parametrizes curves in projective space with given degree and geometric genus and at most node singularities. Its dimension is 3d + g − 1. It is a theorem that Severi varieties are algebraic varieties, i.e. it is irreducible. References Maksym Fedorchuk, Severi varieties and the moduli space of curves, Ph.D. thesis, 2008. Joe Harris and Ian Morrison. Moduli of curves, volume 187 of Graduate Texts in Mathematics. Springer-Verlag, New York, 1998. Algebraic geometry Scheme theory
https://en.wikipedia.org/wiki/Hurwitz%20scheme	In algebraic geometry, the Hurwitz scheme is the scheme parametrizing pairs () where C is a smooth curve of genus g and has degree d. References Algebraic geometry
https://en.wikipedia.org/wiki/Adenilson	Adenilson Martins do Carmo Nascimento (born 9 March 1992), known as Adenilson, is a Brazilian footballer who plays for Cascavel as a midfielder. Career statistics References External links 1992 births Living people Brazilian men's footballers Brazilian expatriate men's footballers Men's association football midfielders Campeonato Brasileiro Série C players Campeonato Brasileiro Série D players UAE First Division League players Grêmio Esportivo Osasco players Futebol Clube SKA Brasil players Chiangrai United F.C. players Sumaré Atlético Clube players Clube Atlético Lemense players Guarani Esporte Clube (CE) players FC Atlético Cearense players Fortaleza Esporte Clube players Clube do Remo players América Futebol Clube (RN) players Al Dhaid SC players FC Cascavel players Expatriate men's footballers in the United Arab Emirates Brazilian expatriate sportspeople in the United Arab Emirates Footballers from Salvador, Bahia
https://en.wikipedia.org/wiki/Binary%20regression	In statistics, specifically regression analysis, a binary regression estimates a relationship between one or more explanatory variables and a single output binary variable. Generally the probability of the two alternatives is modeled, instead of simply outputting a single value, as in linear regression. Binary regression is usually analyzed as a special case of binomial regression, with a single outcome (), and one of the two alternatives considered as "success" and coded as 1: the value is the count of successes in 1 trial, either 0 or 1. The most common binary regression models are the logit model (logistic regression) and the probit model (probit regression). Applications Binary regression is principally applied either for prediction (binary classification), or for estimating the association between the explanatory variables and the output. In economics, binary regressions are used to model binary choice. Interpretations Binary regression models can be interpreted as latent variable models, together with a measurement model; or as probabilistic models, directly modeling the probability. Latent variable model The latent variable interpretation has traditionally been used in bioassay, yielding the probit model, where normal variance and a cutoff are assumed. The latent variable interpretation is also used in item response theory (IRT). Formally, the latent variable interpretation posits that the outcome y is related to a vector of explanatory variables x by where and , is a vector of parameters and G is a probability distribution. This model can be applied in many economic contexts. For instance, the outcome can be the decision of a manager whether invest to a program, is the expected net discounted cash flow and x is a vector of variables which can affect the cash flow of this program. Then the manager will invest only when she expects the net discounted cash flow to be positive. Often, the error term is assumed to follow a normal distribution conditional on the explanatory variables x. This generates the standard probit model. Probabilistic model The simplest direct probabilistic model is the logit model, which models the log-odds as a linear function of the explanatory variable or variables. The logit model is "simplest" in the sense of generalized linear models (GLIM): the log-odds are the natural parameter for the exponential family of the Bernoulli distribution, and thus it is the simplest to use for computations. Another direct probabilistic model is the linear probability model, which models the probability itself as a linear function of the explanatory variables. A drawback of the linear probability model is that, for some values of the explanatory variables, the model will predict probabilities less than zero or greater than one. See also Fractional model References Regression analysis
https://en.wikipedia.org/wiki/Kenny%20Akamatsu	Ken Akamatsu (born 27 April 1995) is a Japanese footballer who plays as a left sided winger. On 2021, He has joined Ljungskile SK in Sweden. Career statistics References External links Profile at Denver Athletics 1995 births Living people Denver Pioneers men's soccer players Colorado Rapids U-23 players New Mexico United players Sportspeople from Niigata (city) USL League Two players USL Championship players Japanese men's footballers Japanese expatriate men's footballers Men's association football midfielders Ljungskile SK players
https://en.wikipedia.org/wiki/Lucas%20Rocha%20%28footballer%2C%20born%201995%29	Lucas da Silva Rocha (born 19 June 1995), known as Lucas Rocha, is a Brazilian footballer who plays as a centre back. Career statistics References External links 1995 births Living people Brazilian men's footballers Men's association football defenders Campeonato Brasileiro Série A players Campeonato Brasileiro Série B players Associação Desportiva Confiança players Clube Atlético Bragantino players Boavista Sport Club players CR Vasco da Gama players Atlético Clube Goianiense players Lucas Rocha
https://en.wikipedia.org/wiki/Jeanette%20MacDonald%20discography	American actress/singer Jeanette MacDonald (1903 – 1965) recorded over 50 songs during her film career for RCA Victor and its foreign counterparts. Due to the limited statistics released to the public, it is not certain how many songs and singles she has released or their exact popularity in music charts, although she has officially recorded eight studio albums (five LPs) and released seven compilation albums. Despite soundtracks for musical films not becoming a concept until the 1940s, many of her singles were re-recordings of songs she had performed in the movies (a common practice other musical actors did at the time); her first "album" was the single "Dream Lover"/"March of the Grenadiers" (1930) on 78 rpm discs for The Love Parade. She also recorded a cover album of songs featured in Sigmund Romberg's Up in Central Park in 1945 with Robert Merrill, as well as non-English records during her 1931 European tour. MacDonald performed in musicals alongside Maurice Chevalier, Allan Jones, and Nelson Eddy, although her films with Eddy are the most well-known today. The single "Ah! Sweet Mystery of Life"/"Indian Love Call" from Rose Marie (1936) received a gold record from RCA Red Seal. Her other popular (and/or well-remembered) singles were "Beyond the Blue Horizon", "San Francisco", and "Ave Maria". "Beyond the Blue Horizon" peaked at #9 in the charts and became MacDonald's signature song; she performed it professionally three times in her career. MacDonald's first studio album was MacDonald in Song (1939), followed by Religious Songs (1945) and Operetta Favorites (1946). Her first LP was Romantic Moments (1950), followed by Favorites, Favorites in Hi-Fi (1959), Smilin' Through (1960) and Jeanette MacDonald Sings Songs of Faith and Inspiration (1963). Seven official compilation albums were released, such as Jeanette MacDonald 1929–1939 and A Tribute to Jeanette MacDonald volumes 1 and 2, but due to the varying copyrights on audio worldwide, unofficial albums in MacDonald's name have been released on CDs in European countries under public domain. Albums Studio albums Compilation albums Songs Singles Selected list of other songs Unreleased References Footnotes Citations Further reading External links Studio albums Discographies of American artists Discography
https://en.wikipedia.org/wiki/Saudi%20Arabia%20national%20football%20team%20results%20%282000%E2%80%932009%29	This is a list of official football games played by Saudi Arabia national football team between 2000 and 2009. 2000 2001 2002 2003 2004 2005 2006 2007 2008 2009 Statistics Results by year As of 2009 Opponents Notes References External links Saudi Arabia. National football team 2000 2000s in Saudi Arabian sport
https://en.wikipedia.org/wiki/Sean%20Dougherty	Sean Dougherty is a Canadian astrophysicist who has been involved in a large number of radio astronomical facilities, both Canadian and international. Dougherty obtained a degree in mathematics and physics from the University of Nottingham in 1983, and after that he pursued a doctorate in astrophysics at the University of Calgary, where he obtained his Ph.D. in 1993. Dougherty has more than 20 years of expertise in radio astronomy, managing and representing Canadian contributions to international radio astronomical facilities, and also research and development projects. Dougherty has also led the construction and delivery of the WIDAR correlator to the Karl G. Jansky Very Large Array (JVLA). He also led an international consortium that designed the correlator (Central Signal Processor) of the Square Kilometre Array (SKA) Phase 1 mid-frequency telescope (SKA1-Mid). Dougherty was selected for the position of ALMA Director in July 2017 for a five year period, starting February 21, 2018. Dougherty was previously the director of the Dominion Radio Astrophysical Observatory (DRAO), the national facility for radio astronomy of Canada. DRAO is administrated by the NRC Herzberg Astronomy and Astrophysics. He was a member of the ALMA Board representing the North American executive for four years, and has been the president for the ALMA Budget Committee for the last two years. References Living people Year of birth missing (living people) Place of birth missing (living people) Canadian astrophysicists Alumni of the University of Nottingham University of Calgary alumni Radio astronomers
https://en.wikipedia.org/wiki/Riccieli	Riccieli Eduardo da Silva Junior (born 17 September 1998), known as Riccieli, is a Brazilian footballer who plays for F.C. Famalicão as a defender. Career statistics References External links 1998 births Living people Brazilian men's footballers Men's association football defenders Campeonato Brasileiro Série D players Primeira Liga players Resende FC players Mirassol Futebol Clube players F.C. Famalicão players Brazilian expatriate men's footballers Brazilian expatriate sportspeople in Portugal Expatriate men's footballers in Portugal
https://en.wikipedia.org/wiki/William%20Beach%20%28economist%29	William W. Beach is the former Commissioner of Labor Statistics and head of the U.S. Bureau of Labor Statistics (BLS), an independent U.S. government fact-finding agency focused on labor economics and statistics, inflation, and productivity. Beach was nominated for the position in October 2017 and confirmed by the U.S. Senate on March 13, 2019 to serve a four year term. Education Beach holds a BA degree from Washburn University, a master's degree from the University of Missouri in Columbia, Missouri and a PhD in economics from the University of Buckingham. Career Beach was previously Vice President for Policy Research at the Mercatus Center of George Mason University, Chief Economist for the Senate Budget Committee, Republican Staff, and Lazof Family Fellow in Economics at The Heritage Foundation and director of the Foundation's Center for Data Analysis. Selected works Beach, William W., and Tim Kane. "Methodology: Measuring the 10 economic freedoms." 2008 Index of economic freedom (2008): 39–55. Beach, William W., and Marc A. Miles. "Explaining the factors of the index of economic freedom." 2006 Index of Economic Freedom (2006): 55–76. Beach, William W., and Gareth G. Davis. Social Security's rate of return. Heritage Foundation, 1998. Beach, William W., Aaron B. Schavey, and Isabel M. Isidro. How Realiable are IMF Economic Forecasts?. Heritage Foundation, 1999. Butler, Stuart M., William W. Beach, and Paul L. Winfree. Pathways to economic mobility: Key indicators. Economic mobility project, 2008. References External links 21st-century American economists Bureau of Labor Statistics United States Department of Labor officials Trump administration personnel American civil servants Washburn University alumni Alumni of the University of Buckingham University of Missouri alumni Living people Year of birth missing (living people)
https://en.wikipedia.org/wiki/Sham%20Kakade	Sham Machandranath Kakade is an American computer scientist. He is a Gordon McKay Professor in Computer Science at Harvard University, with a joint appointment in the Department of Statistics. He co-founded the Algorithmic Foundations of Data Science Institute. Kakade's research includes work on Reinforcement Learning, Tensor-Algebraic methods, and Convex optimization. Kakade earned a bachelor's degree from Caltech and a PhD from the Gatsby Computational Neuroscience Unit at University College London. He has also served as a Principal Researcher at Microsoft Research, an assistant professor at the Toyota Technological Institute at Chicago and Wharton, and a professor at the University of Washington. References External links Sham Kakade's home page MusicNet American computer scientists Harvard University faculty Alumni of University College London California Institute of Technology alumni Year of birth missing (living people) Living people
https://en.wikipedia.org/wiki/Ricardo%20Gra%C3%A7a	Ricardo Queiroz de Alencastro Graça (born 16 February 1997), known as Ricardo Graça, is a Brazilian professional footballer who plays for Júbilo Iwata as a centre-back. Career statistics Honours Brazil Olympic Summer Olympics: 2020 References External links 1997 births Living people Brazilian men's footballers Men's association football defenders Campeonato Brasileiro Série A players Campeonato Brasileiro Série B players CR Vasco da Gama players Brazilian expatriate men's footballers Brazilian expatriate sportspeople in Portugal Expatriate men's footballers in Portugal Olympic footballers for Brazil Footballers at the 2020 Summer Olympics Olympic medalists in football Olympic gold medalists for Brazil Medalists at the 2020 Summer Olympics Footballers from Rio de Janeiro (city)
https://en.wikipedia.org/wiki/Mavis%20Hinds	Mavis Kathleen Hinds (1929–2009) was an English meteorologist who, together with Fred Bushby, pioneered the use of computers to carry out meteorological calculations in the UK. She studied Mathematics at University College London (UCL) and on graduating joined the UK Meteorological (Met) Office in 1951, attending their Initial Forecasting Course that year. She went on to work with Bushby in using the Lyons Electronic Office (LEO), an early computer developed by J. Lyons & Co of Cadby Hall, London, becoming an expert in writing, running and correcting computer programs for weather forecasting. She was seen at that time as one of the first prominent female meteorologists and also the first to play a leading role in the development of Numerical Weather Prediction, not only in the UK but also worldwide. Early life and education Hinds passed her Higher School Certificate in pure mathematics, applied mathematics and physics. This was an ideal combination of subjects for the study of meteorology in which she was already developing an interest. On the strength of her examination results, Mavis was awarded a scholarship and a place to read Mathematics at University College London (UCL). Research and career From 1951 Hinds worked at the UK Met Office as part of their Forecast Research Division, which had been set up in 1949 in Dunstable, England. Hinds, as part of the Division, was instrumental in the development of Numerical Weather Prediction (NWP). The earliest days of NWP in the late 1940s relied on hand calculation but as electronic computing machines began to be developed in the US (ENIAC) and the UK (EDSAC and LEO I), NWP grew in reliability and prevalence. In 1954 at a meeting of the Royal Meteorological Society, Bushby and Hinds presented the first computer-based baroclinic forecast in Europe. Since 1951, they had been making use of the computing power of the first Lyons Electronic Office (LEO), the world's first business computer, developed by J. Lyons & Co caterers of Cadby Hall, London. Because in the early 1950s the UK Met Office had no in-house computing facilities, calculating power had to be obtained from part-time use of LEO I and also the Ferranti Mark 1 Star at the University of Manchester. Use of these very early computers involved working unsociable hours when the machines were not being used by others. Throughout the 1950s and 1960s Hinds worked with Fred Bushby and others on a series of published papers that detailed the developments made. In 1981, Hind reflected on the impact of computing on weather prediction that started for her with work done using the LEO I and in 1994 contributed a chapter about the history of UK Met Office computerisation to Peter Bird's book on the development of the LEO computers Hinds later worked in management roles before her retirement in 1989. References External links https://www.leo-computers.org.uk/reports.html 1929 births 2009 deaths British meteorologists Alumni of University College Lo
https://en.wikipedia.org/wiki/Editori%20Riuniti	Editori Riuniti is an Italian publishing house based in Rome that publishes books and magazines on the history of socialism, socialist thought, physics and mathematics theory, and the history of Central and Eastern Europe and the Balkans. History Editori Riuniti was founded in 1953 by the merger of the Italian Communist Party's two existing publishing houses, 's Edizioni Rinascita and 's Edizioni di Cultura Sociale. Bonchio became head of the new publishing house and initiated, in its first decade, a period of expansion. Editori Riuniti began publishing its flagship magazines, which were initially edited by Bonchio and Gerratana until Bruno Munari contributed to their graphic design. The publishing house also began important partnerships with European intellectuals like Maurice Dobb, Louis Althusser, Eric Hobsbawm, and Roberto Longhi. In the 1970s, Editori Riuniti published the Opere complete di Marx e Engels and the 11-volume encyclopedia Ulisse, under the direction of Lucio Lombardo-Radice. The publishing house entered a period of economic crisis in the 1980s that lasted until the formation of the Editori Riuniti University Press in 2007, in 2014 the company was reunified under the name of Editori Riuniti. Publishing Editori Riuniti published the complete works of both Karl Marx and Friedrich Engels in Italian. References External links Official website (in Italian) Italian companies established in 1953 Publishing companies of Italy Publishing companies established in 1953
https://en.wikipedia.org/wiki/Daniel%20Aguilar	Daniel Aguilar Muñoz (born 6 February 1998) is a Mexican professional footballer who plays as a defensive midfielder for Liga MX club Puebla. Career statistics Club References External links Daniel Aguilar at WhoScored Living people 1998 births Atlas F.C. footballers Mexican men's footballers Liga MX players Men's association football midfielders Footballers from Guadalajara, Jalisco
https://en.wikipedia.org/wiki/Syria%20national%20football%20team%20results%20%282010%E2%80%932019%29	This is a list of official football games played by Syria national football team between 2010 and 2019. 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019 Statistics Results by year Opponents Notes References External links Syria national football team 2010 2010s in Syrian sport
https://en.wikipedia.org/wiki/Alyson%20%28footballer%2C%20born%20April%201996%29	Alyson Vinícius Almeida Neves (born 5 April 1996), simply known as Alyson, is a Brazilian footballer who plays as a left back for EC Água Santa. Career statistics References External links 1996 births Living people Footballers from São Paulo Brazilian men's footballers Men's association football defenders Campeonato Brasileiro Série A players Campeonato Brasileiro Série B players Campeonato Brasileiro Série C players Tanabi Esporte Clube players Lemense Futebol Clube players Atlético Cajazeirense de Desportos players Botafogo Futebol Clube (PB) players Sampaio Corrêa Futebol Clube players Oeste Futebol Clube players Ceará Sporting Club players Esporte Clube Juventude players
https://en.wikipedia.org/wiki/IM%2067118	IM 67118, also known as Db2-146, is an Old Babylonian clay tablet in the collection of the National Museum of Iraq that contains the solution to a problem in plane geometry concerning a rectangle with given area and diagonal. In the last part of the text, the solution is proved correct using the Pythagorean theorem. The steps of the solution are believed to represent cut-and-paste geometry operations involving a diagram from which, it has been suggested, ancient Mesopotamians might, at an earlier time, have derived the Pythagorean theorem. Description The tablet was excavated in 1962 at Tell edh-Dhiba'i, an Old Babylonian settlement near modern Baghdad that was once part of the kingdom of Eshnunna, and was published by Taha Baqir in the same year. It dates to approximately 1770 BCE (according to the middle chronology), during the reign of Ibal-pi-el II, who ruled Eshnunna at the same time that Hammurabi ruled Babylon. The tablet measures 11.5×6.8×3.3 cm (4½" x 2¾" x 1¼"). Its language is Akkadian, written in cuneiform script. There are 19 lines of text on the tablet's obverse and six on its reverse. The reverse also contains a diagram consisting of the rectangle of the problem and one of its diagonals. Along that diagonal is written its length in sexagesimal notation; the area of the rectangle is written in the triangular region below the diagonal. Problem and its solution In modern mathematical language, the problem posed on the tablet is the following: a rectangle has area A = 0.75 and diagonal c = 1.25. What are the lengths a and b of the sides of the rectangle? The solution can be understood as proceeding in two stages: in stage 1, the quantity is computed to be 0.25. In stage 2, the well-attested Old Babylonian method of completing the square is used to solve what is effectively the system of equations b − a = 0.25, ab = 0.75. Geometrically this is the problem of computing the lengths of the sides of a rectangle whose area A and side-length difference b−a are known, which was a recurring problem in Old Babylonian mathematics. In this case it is found that b = 1 and a = 0.75. The solution method suggests that whoever devised the solution was using the property c2 − 2A = c2 − 2ab = (b − a)2. It must be emphasized, however, that the modern notation for equations and the practice of representing parameters and unknowns by letters were unheard of in ancient times. It is now widely accepted as a result of Jens Høyrup's extensive analysis of the vocabulary of Old Babylonian mathematics, that underlying the procedures in texts such as IM 67118 was a set of standard cut-and-paste geometric operations, not a symbolic algebra. From the vocabulary of the solution Høyrup concludes that c2, the square of the diagonal, is to be understood as a geometric square, from which an area equal to 2A is to be "cut off", that is, removed, leaving a square with side b − a. Høyrup suggests that the square on the diagonal was possibly formed by making four
https://en.wikipedia.org/wiki/Resonance%20escape%20probability	In nuclear physics, resonance escape probability is the probability that a neutron will slow down from fission energy to thermal energies without being captured by a nuclear resonance. A resonance absorption of a neutron in a nucleus does not produce nuclear fission. The probability of resonance absorption is called the resonance factor , and the sum of the two factors is . Generally, the higher the neutron energy, the lower the probability of absorption, but for some energies, called resonance energies, the resonance factor is very high. These energies depend on the properties of heavy nuclei. Resonance escape probability is highly determined by the heterogeneous geometry of a reactor, because fast neutrons resulting from fission can leave the fuel and slow to thermal energies in a moderator, skipping over resonance energies before reentering the fuel. Resonance escape probability appears in the four factor formula and the six factor formula. To compute it, neutron transport theory is used. Resonant neutron absorption The nucleus can capture a neutron only if the kinetic energy of the neutron is close to the energy of one of the energy levels of the new nucleus formed as a result of capture. The capture cross section of such a neutron by the nucleus increases sharply. The energy at which the neutron-nucleus interaction cross section reaches a maximum is called the resonance energy. The resonance energy range is divided into two parts, the region of resolved and unresolved resonances. The first region occupies the energy interval from 1 eV to Egr. In this region, the energy resolution of the instruments is sufficient enough to distinguish any resonance peak. Starting from the energy Egr, the distance between resonance peaks becomes smaller than the energy resolution. Subsequently, the resonance peaks are not separated. For heavy elements, the boundary energy Egr≈1 keV. In thermal neutron reactors, the main resonant neutron absorber is Uranium-238. In the table for 238U, several resonance neutron energies Er, the maximum absorption cross sections σa, r in the peak, and the width G of these resonances are given. Effective resonance integral Let us assume that the resonant neutrons move in an infinite system consisting of a moderator and 238U. When colliding with the moderator nuclei, the neutrons are scattered, and with the 238U nuclei, they are absorbed. The former collisions favor the retention and removal of resonant neutrons from the danger zone, while the latter lead to their loss. The probability of avoiding resonance capture (coefficient φ) is related to the density of nuclei NS and the moderating power of the medium ξΣS by the relationship below, The JeFF value is called the effective resonance integral. It characterizes the absorption of neutrons by a single nucleus in the resonance region and is measured in barnes. The use of the effective resonance integral simplifies quantitative calculations of resonance absorption without
https://en.wikipedia.org/wiki/Toby%20Hendy	Toby Hendy (born 11 July 1995) is a science communicator and YouTuber who focuses on educational content relating to physics, mathematics and astronomy. Early life and education School Hendy attended Katikati College in the Bay of Plenty, New Zealand. In 2011, she was selected by the Royal Society of New Zealand as one of two national delegates to attend the USA International Space Camp in Huntsville, Alabama. In 2012, she won first place in the secondary school category of the NZ Eureka Awards for Science Communication. University Hendy obtained a Bachelor of Science, majoring in Physics and Mathematics, at the University of Canterbury. She was awarded an Aurora Astronomy Scholarship that enabled her to take an overseas trip to NASA's Jet Propulsion Laboratory, Caltech, Carnegie Observatory, UCLA, Macdonald Observatory Texas, University of British Columbia, NRC Observatory Victoria and CHFT Hawaii. Hendy went on to do her Honours year at the Australian National University in Canberra. In 2017, Hendy started a PhD at ANU focusing on using nanoindentation to examine the mechanical response of plant cells to applied pressure. She was awarded a Westpac Future Leader's Scholarship. During her time as a PhD student she placed runner-up in the Australian national finals of the FameLab science communication competition for her presentation 'Poking Plants'. Her honours thesis title was ‘Examining the mechanical response of Arabidopsis thaliana using nanoindentation and Finite Element Modelling’, where she received class honours with a grade 93/100 for her thesis. In 2018, Hendy discontinued her PhD studies to pursue YouTube full-time. Career Hendy has been uploading videos to YouTube since high school. In August 2020, Hendy announced that she is working on a mathematical stop-motion short film, 'Finding X', supported by the Screen Australia Skip Ahead initiative. It was released on 25 January 2022. In 2023, she appeared on season 5 of the travel competition show Jet Lag: The Game, which was filmed in New Zealand. She and Sam Denby won, making her the only undefeated player of the game. Awards 2012 NZ Eureka Awards for Science Communication 2013 UC Aurora Astronomy Scholarship 2015 Haydon Prize for top graduating physics student 2017 Westpac Future Leader's Scholarship 2018 FameLab Australia runner-up 2020 Screen Australia Skip Ahead Grant References External links Tibees YouTube channel 1995 births Living people Science communicators Australian YouTubers University of Canterbury alumni Australian National University alumni Education-related YouTube channels Australian women physicists YouTube channels launched in 2011
https://en.wikipedia.org/wiki/%E2%84%93-adic%20sheaf	In algebraic geometry, an ℓ-adic sheaf on a Noetherian scheme X is an inverse system consisting of -modules in the étale topology and inducing . Bhatt–Scholze's pro-étale topology gives an alternative approach. Motivation The development of étale cohomology as a whole was fueled by the desire to produce a 'topological' theory of cohomology for algebraic varieties, i.e. a Weil cohomology theory that works in any characteristic. An essential feature of such a theory is that it admits coefficients in a field of characteristic 0. However, constant étale sheaves with no torsion have no interesting cohomology. For example, if is a smooth variety over a field , then for all positive . On the other hand, the constant sheaves do produce the 'correct' cohomology, as long as is invertible in the ground field . So one takes a prime for which this is true and defines -adic cohomology as . This definition, however, is not completely satisfactory: As in the classical case of topological spaces, one might want to consider cohomology with coefficients in a local system of -vector spaces, and there should be a category equivalence between such local systems and continuous -representations of the étale fundamental group. Another problem with the definition above is that it behaves well only when is a separably closed. In this case, all the groups occurring in the inverse limit are finitely generated and taking the limit is exact. But if is for example a number field, the cohomology groups will often be infinite and the limit not exact, which causes issues with functoriality. For instance, there is in general no Hochschild-Serre spectral sequence relating to the Galois cohomology of . These considerations lead one to consider the category of inverse systems of sheaves as described above. One has then the desired equivalence of categories with representations of the fundamental group (for -local systems, and when is normal for -systems as well), and the issue in the last paragraph is resolved by so-called continuous étale cohomology, where one takes the derived functor of the composite functor of taking the limit over global sections of the system. Constructible and lisse ℓ-adic sheaves An ℓ-adic sheaf is said to be constructible if each is constructible. lisse if each is constructible and locally constant. Some authors (e.g., those of SGA 4) assume an ℓ-adic sheaf to be constructible. Given a connected scheme X with a geometric point x, SGA 1 defines the étale fundamental group of X at x to be the group classifying finite Galois coverings of X. Then the category of lisse ℓ-adic sheaves on X is equivalent to the category of continuous representations of on finite free -modules. This is an analog of the correspondence between local systems and continuous representations of the fundament group in algebraic topology (because of this, a lisse ℓ-adic sheaf is sometimes also called a local system). ℓ-adic cohomology An ℓ-adic cohomology grou
https://en.wikipedia.org/wiki/Helstrom	Helstrom may refer to: Helstrom (TV series), an American television series, part of the Marvel Cinematic Universe Helstrom metric (or Bures metric), in quantum mechanics and mathematics, defining an infinitesimal distance between density matrix operators Echo Helstrom (band), a Portland, Oregon-based rock band People with the surname Carl W. Helstrom (1925–2013), American electrical engineer and quantum information theory pioneer See also Hellstrom (disambiguation)
https://en.wikipedia.org/wiki/Zhao%20Tianci	Zhao Tianci (; born 20 March 1995) is a Chinese footballer currently playing as a goalkeeper for YSCC Yokohama. Career statistics Club Notes References External links 1995 births Living people Chinese men's footballers Chinese expatriate men's footballers Men's association football goalkeepers J3 League players Beijing Guoan F.C. players Guangzhou F.C. players YSCC Yokohama players Chinese expatriate sportspeople in Japan Expatriate men's footballers in Japan
https://en.wikipedia.org/wiki/Jung%20Han-cheol	Jung Han-cheol (; born 20 June 1996) is a South Korean footballer currently playing as a defender for Thai League 1 club Khon Kaen United. Career statistics Club Notes References External links 1996 births Living people South Korean men's footballers South Korean expatriate men's footballers Men's association football defenders J3 League players Jung Han-cheol FC Machida Zelvia players YSCC Yokohama players FC Imabari players Jung Han-cheol Jung Han-cheol South Korean expatriate sportspeople in Japan Expatriate men's footballers in Japan
https://en.wikipedia.org/wiki/Yimuran%20Kuerban	Yimuran Kuerban (; born 1 January 1999) is a Chinese footballer. Career statistics Club Notes References 1999 births Living people Chinese men's footballers Chinese expatriate men's footballers Men's association football defenders Serbian First League players Guangzhou F.C. players FK Sinđelić Beograd players Expatriate men's footballers in the Czech Republic Chinese expatriate sportspeople in Serbia Expatriate men's footballers in Serbia
https://en.wikipedia.org/wiki/Random%20cluster%20model	In statistical mechanics, probability theory, graph theory, etc. the random cluster model is a random graph that generalizes and unifies the Ising model, Potts model, and percolation model. It is used to study random combinatorial structures, electrical networks, etc. It is also referred to as the RC model or sometimes the FK representation after its founders Cees Fortuin and Piet Kasteleyn. Definition Let be a graph, and be a bond configuration on the graph that maps each edge to a value of either 0 or 1. We say that a bond is closed on edge if , and open if . If we let be the set of open bonds, then an open cluster is any connected component in union the set of vertices. Note that an open cluster can be a single vertex (if that vertex is not incident to any open bonds). Suppose an edge is open independently with probability and closed otherwise, then this is just the standard Bernoulli percolation process. The probability measure of a configuration is given as The RC model is a generalization of percolation, where each cluster is weighted by a factor of . Given a configuration , we let be the number of open clusters, or alternatively the number of connected components formed by the open bonds. Then for any , the probability measure of a configuration is given as Z is the partition function, or the sum over the unnormalized weights of all configurations, The partition function of the RC model is a specialization of the Tutte polynomial, which itself is a specialization of the multivariate Tutte polynomial. Special values of q The parameter of the random cluster model can take arbitrary complex values. This includes the following special cases: : linear resistance networks. : negatively-correlated percolation. : Bernoulli percolation, with . : the Ising model. : -state Potts model. Edwards-Sokal representation The Edwards-Sokal (ES) representation of the Potts model is named after Robert G. Edwards and Alan D. Sokal. It provides a unified representation of the Potts and random cluster models in terms of a joint distribution of spin and bond configurations. Let be a graph, with the number of vertices being and the number of edges being . We denote a spin configuration as and a bond configuration as . The joint measure of is given as where is the uniform measure, is the product measure with density , and is an appropriate normalizing constant. Importantly, the indicator function of the set enforces the constraint that a bond can only be open on an edge if the adjacent spins are of the same state, also known as the SW rule. The statistics of the Potts spins can be recovered from the cluster statistics (and vice versa), thanks to the following features of the ES representation: The marginal measure of the spins is the Boltzmann measure of the q-state Potts model at inverse temperature . The marginal measure of the bonds is the random-cluster measure with parameters q and p. The conditional meas
https://en.wikipedia.org/wiki/Amir%20Dembo	Amir Dembo (born October 25, 1958, Haifa) is an Israeli-American mathematician, specializing in probability theory. He was elected a member of the National Academy of Sciences in 2022, and of the American Academy of Arts and Sciences in 2023. Biography Dembo received his bachelor's degree in electrical engineering in 1980 from the Technion. He obtained in 1986 his doctorate in electrical engineering under the supervision of David Malah with the thesis "Design of Digital FIR Filter Arrays". He joined Stanford University as Assistant Professor of Statistics and Mathematics in 1990, and is currently the Marjorie Mhoon Fair Professor in Quantitative Science there. His research deals with probability theory and stochastic processes, the theory of large deviations, the spectral theory of random matrices, random walks, and interacting particle systems. He was Invited Speaker with the talk Simple random covering, disconnection, late and favorite points at the ICM in Madrid in 2006. Dembo is a fellow of the Institute of Mathematical Statistics. His doctoral students include Scott Sheffield and Jason P. Miller. Selected publications Articles with Yuval Peres, Jay Rosen and Ofer Zeitouni: with Bjorn Poonen, Qi-Man Shao and Ofer Zeitouni: with Yuval Peres, Jay Rosen and Ofer Zeitouni: Books with Ofer Zeitouni: Large Deviations Techniques and Applications, Springer, Sources Zhan Shi: Problèmes de recouvrement et points exceptionnels pour la marche aléatoire et le mouvement brownien, d'après Dembo, Peres, Rosen, Zeitouni, Seminaire Bourbaki, No. 951, 2005 References External links Amir Dembo's home page, Stanford University 20th-century American mathematicians Technion – Israel Institute of Technology alumni 1958 births Living people Israeli mathematicians 21st-century American mathematicians Members of the United States National Academy of Sciences Fellows of the American Academy of Arts and Sciences Annals of Probability editors Probability Theory and Related Fields editors
https://en.wikipedia.org/wiki/Thiago%20Trindade	Thiago Trindade de Moura (born 18 February 1989), commonly known as Thiago Trindade, is a Brazilian footballer who currently plays as a forward for Kajaani. Career statistics Club Notes References 1989 births Living people Brazilian men's footballers Brazilian expatriate men's footballers Men's association football forwards Campinense Clube players Quissamã Futebol Clube players Clube Recreativo e Atlético Catalano players Goytacaz Futebol Clube players Clube Atlético Itapemirim players Oulun Palloseura players Ykkönen players Brazilian expatriate sportspeople in Finland Expatriate men's footballers in Finland AC Kajaani players Esporte Clube São João da Barra players Footballers from Niterói
https://en.wikipedia.org/wiki/Lee%20Ji-sol	Lee Ji-sol (; born 9 July 1999) is a South Korean footballer currently playing as a defender for Gangwon FC. Career statistics Club Honours International South Korea U20 FIFA U-20 World Cup runner-up: 2019 References 1999 births Living people South Korean men's footballers Men's association football defenders K League 2 players Daejeon Hana Citizen players Gangwon FC players Jeju United FC players South Korea men's under-20 international footballers
https://en.wikipedia.org/wiki/Park%20Ji-min%20%28footballer%29	Park Ji-min (; born 25 May 2000) is a South Korean footballer currently playing as a goalkeeper for Suwon Samsung Bluewings. Career statistics Club Honours International South Korea U20 FIFA U-20 World Cup runner-up: 2019 References 2000 births Living people South Korean men's footballers Men's association football goalkeepers K League 1 players K League 2 players Suwon Samsung Bluewings players Gimcheon Sangmu FC players Sportspeople from Suwon Footballers from Gyeonggi Province South Korea men's under-20 international footballers
https://en.wikipedia.org/wiki/Lee%20Sang-jun	Lee Sang-jun (; born 14 October 1999) is a South Korean footballer currently playing as a defender for Jinju Citizen FCon loan from Busan IPark. Career statistics Club Notes Honours International South Korea U20 FIFA U-20 World Cup runner-up: 2019 References 1999 births Living people South Korean men's footballers Men's association football defenders K League 2 players K4 League players Busan IPark players South Korea men's under-20 international footballers
https://en.wikipedia.org/wiki/Kei%20Hirose	is a Japanese professional footballer who plays as a midfielder for Indonesian club Borneo Samarinda. Career statistics Club Notes References 1995 births Living people Japanese men's footballers Japanese expatriate men's footballers Men's association football midfielders TV Jahn Hiesfeld players Lija Athletic F.C. players Mosta F.C. players Persela Lamongan players Borneo F.C. Samarinda players Johor Darul Ta'zim II F.C. players Maltese Premier League players Liga 1 (Indonesia) players Malaysia Premier League players Japanese expatriate sportspeople in Germany Expatriate men's footballers in Germany Japanese expatriate sportspeople in Indonesia Expatriate men's footballers in Indonesia Japanese expatriate sportspeople in Malta Expatriate men's footballers in Malta Japanese expatriate sportspeople in Malaysia Expatriate men's footballers in Malaysia
https://en.wikipedia.org/wiki/Giovane%20%28footballer%2C%20born%201998%29	Giovane Mario De Jesús (born 23 March 1998), commonly known as Giovane, is a Brazilian footballer who currently plays as a midfielder for Esporte Clube Vitória. Career statistics Club Notes References 1998 births Living people Brazilian men's footballers Brazilian expatriate men's footballers Men's association football midfielders Santos FC players Atlético Nacional footballers Unión Magdalena footballers Esporte Clube Vitória players Categoría Primera A players Brazilian expatriate sportspeople in Colombia Expatriate men's footballers in Colombia
https://en.wikipedia.org/wiki/Diego%20Barreto%20%28footballer%2C%20born%201993%29	Diego Fabián Barreto Lara (born 31 May 1993) is a Paraguayan professional footballer who plays as a forward. Career statistics Club Notes References 1993 births Living people Paraguayan men's footballers Paraguayan expatriate men's footballers Men's association football forwards Grêmio Foot-Ball Porto Alegrense players CR Flamengo footballers Club Olimpia footballers Club Deportivo Capiatá players Club General Díaz (Luque) footballers Alianza Petrolera F.C. players Atlético Huila footballers Club River Plate (Asunción) footballers Paraguayan Primera División players Categoría Primera A players Paraguayan expatriate sportspeople in Brazil Expatriate men's footballers in Brazil Paraguayan expatriate sportspeople in Colombia Expatriate men's footballers in Colombia
https://en.wikipedia.org/wiki/Bruno%20%28footballer%2C%20born%201999%29	Bruno Moreira Soares (born 8 April 1999), commonly known as Bruno, is a Brazilian professional footballer who plays as a winger for Liga 1 club Persebaya Surabaya. Career statistics Club Notes References External links 1999 births Living people Brazilian men's footballers Brazilian expatriate men's footballers Men's association football midfielders Santos FC players Envigado F.C. players Ansan Greeners FC players Chungnam Asan FC players Persebaya Surabaya players Niki Volos F.C. players Categoría Primera A players K League 2 players Liga 1 (Indonesia) players Super League Greece 2 players Brazilian expatriate sportspeople in Colombia Expatriate men's footballers in Colombia Brazilian expatriate sportspeople in South Korea Expatriate men's footballers in South Korea Brazilian expatriate sportspeople in Indonesia Expatriate men's footballers in Indonesia Brazilian expatriate sportspeople in Greece Expatriate men's footballers in Greece
https://en.wikipedia.org/wiki/Margaret%20Armstrong%20%28geostatistician%29	Margaret Armstrong is an Australian geostatistician, mathematical geoscientist, and textbook author. She works as an associate professor in the School of Applied Mathematics at the Fundação Getúlio Vargas in Brazil, and as a research associate in the Centre for Industrial Economics of Mines ParisTech in France. Education Armstrong graduated from the University of Queensland in 1972, with a bachelor's degree in mathematics and a diploma of education. After working as a mathematics teacher she returned to graduate study, first with a master's degree in mathematics from Queensland in 1977, and then with Georges Matheron at the École des Mines de Paris. She completed her doctorate there in 1980. Books Armstrong is the author of the textbook Basic Linear Geostatistics (Springer, 1998), and co-author of the book Plurigaussian Simulations in Geosciences (Springer, 2003; 2nd ed., 2011). With Matheron, she edited Geostatistical Case Studies (Springer, 1987). Recognition In 1998, Armstrong was the winner of the John Cedric Griffiths Teaching Award of the International Association for Mathematical Geosciences. The award statement noted "her aptitude at the blackboard", the international demand for her short courses, and the "great clarity" of her book Basic Linear Geostatistics. References Year of birth missing (living people) Living people Australian women geologists Australian statisticians Women statisticians Geostatistics University of Queensland alumni Mines Paris - PSL alumni 20th-century Australian geologists 21st-century Australian geologists 21st-century Australian women scientists 20th-century Australian women scientists Spatial statisticians
https://en.wikipedia.org/wiki/National%20Programme%20on%20Technology%20Enhanced%20Learning	The National Programme on Technology Enhanced Learning (NPTEL) is an Indian e-learning platform for university-level science, technology, engineering, and mathematics (STEM) subjects. It is jointly developed by Indian Institutes of Technology (IITs) and Indian Institute of Science. The initiative is funded by the central Ministry of Education. The project's central idea is to put recorded lectures taught by its member institutes online for open access. It operates an educational YouTube channel covering engineering, basic sciences, and some humanities and social science subjects. History NPTEL was launched in 2003 by seven IITs: Bombay, Delhi, Kanpur, Kharagpur, Madras, Guwahati and Roorkee, in conjunction with the Indian Institute of Science (IISC). In March 2014, NPTEL began offering courses along with in-centre and proctored certification examinations. Course credits can also be transferred to other higher education institutions student or the Academic Bank of Credits under the UGC guidelines. It is the largest e-repository in the world of courses in engineering, basic sciences and selected humanities and management subjects. The initiative runs through MOOCs model so that students outside IIT system can also participate in learning quality content and get certified provided they meet the passing criteria in the exams conducted at the end of the NPTEL semesters. All courses are free to enrol and learn from. The certification exam is optional and comes at a fee of Rs 1000 per course exam. The headquarters of NPTEL is located inside IIT Madras. External links swayam.gov.in References Ministry of Education (India) E-learning Indian educational websites
https://en.wikipedia.org/wiki/2019%E2%80%9320%20Scottish%20Professional%20Football%20League	Statistics of the Scottish Professional Football League (SPFL) in season 2019–20. Scottish Premiership Scottish Championship Scottish League One Scottish League Two Award winners See also 2019–20 in Scottish football References Scottish Professional Football League seasons
https://en.wikipedia.org/wiki/Takumi%20Nakamura	is a Japanese footballer who plays as a defender for club Yokohama FC. Career statistics Club . Notes References External links 2001 births Living people Japanese men's footballers Men's association football defenders J1 League players J3 League players FC Tokyo players FC Tokyo U-23 players Yokohama FC players
https://en.wikipedia.org/wiki/Kim%20Song-min	is a Japanese footballer of North Korean descent. Career statistics Club . Notes References External links 2001 births Living people Association football people from Tokyo Meiji University alumni North Korean men's footballers Japanese men's footballers Men's association football midfielders J3 League players FC Tokyo players FC Tokyo U-23 players
https://en.wikipedia.org/wiki/Shingo%20Morita%20%28footballer%2C%20born%202001%29	is a Japanese footballer currently studying at the Niigata University of Health and Welfare. Career statistics Club . Notes References External links 2001 births Living people Japanese men's footballers Niigata University of Health and Welfare alumni Men's association football defenders J3 League players FC Tokyo U-23 players FC Tokyo players
https://en.wikipedia.org/wiki/Surface%20growth	In mathematics and physics, surface growth refers to models used in the dynamical study of the growth of a surface, usually by means of a stochastic differential equation of a field. Examples Popular growth models include: KPZ equation Dimer model Eden growth model SOS model Self-avoiding walk Abelian sandpile model Kuramoto–Sivashinsky equation (or the flame equation, for studying the surface of a flame front) They are studied for their fractal properties, scaling behavior, critical exponents, universality classes, and relations to chaos theory, dynamical system, non-equilibrium / disordered / complex systems. Popular tools include statistical mechanics, renormalization group, rough path theory, etc. Kinetic Monte Carlo surface growth model Kinetic Monte Carlo (KMC) is a form of computer simulation in which atoms and molecules are allowed to interact at given rate that could be controlled based on known physics. This simulation method is typically used in the micro-electrical industry to study crystal surface growth, and it can provide accurate models surface morphology in different growth conditions on a time scales typically ranging from micro-seconds to hours. Experimental methods such as scanning electron microscopy (SEM), X-ray diffraction, and transmission electron microscopy (TEM), and other computer simulation methods such as molecular dynamics (MD), and Monte Carlo simulation (MC) are widely used. How KMC surface growth works 1. Absorption process First, the model tries to predict where an atom would land on a surface and its rate at particular environmental conditions, such as temperature and vapor pressure. In order to land on a surface, atoms have to overcome the so-called activation energy barrier. The frequency of passing through the activation barrier can by calculated by the Arrhenius equation: where A is thermal frequency of molecular vibration, k is Boltzmann constant. 2. Desorption process When atoms land on a surface, there are two possibilities. First, they would diffuse on the surface and find other atoms to make a cluster, which will be discussed below. Second, they could come off of the surface or so-called desorption process. The desorption is described exactly as in the absorption process, with the exception of a different activation energy barrier. For example, if all positions on the surface of the crystal are energy equivalent, the rate of growth can be calculated from Turnbull formula: where, ∆G = Ein – Eout, Aout, Ao out are frequencies to go in or out of crystal for any given molecule on the surface, h - height of the molecule in the growth direction, Co concentration of the molecules in direct distance from the surface. 3. Diffusion process on surface Diffusion process can also be calculated with Arrhenius equation: where, D is diffusion coefficient, Ed is diffusion activation energy. All three processes strongly depend on surface morphology at a certain time. For example, atoms tend to len
https://en.wikipedia.org/wiki/Dinh%20Tien-Cuong	Dinh Tien-Cuong (Vietnamese: Đinh Tiến Cường, born May 1973 in Hai Duong, Vietnam) is a Vietnamese mathematician educated by the French school of mathematics, and Provost’s chair professor at National University of Singapore (NUS). He held professorship at Pierre and Marie Curie University (2005–2014), part-time professorship at Ecole Polytechnique de Paris (2005–2014) and at Ecole Normale Supérieure de Paris (2012–2014). He is known for his work on Several Complex Variables and Complex Dynamical Systems in Higher Dimension. Biography Dinh Tien-Cuong studied computer science from 1990 to 1993 at Odessa University and mathematics from 1993 to 1997 at Pierre and Marie Curie University. He received in 1997 his PhD with thesis titled Enveloppe polynomiale d’un compact de longueur finie et problème du bord. His research deals with complex analysis and complex dynamics in several variables, including collaborations with Nessim Sibony and Nguyen Viet-Anh on Fatou-Julia theory in several complex variables and on singular foliations by Riemann surfaces. Awards and honours In 1989 he won a gold medal with full score 42/42 at the 30th International Mathematical Olympiad. He was a junior member of Institut Universitaire de France from 2007 to 2012. In 2018 he was an Invited Speaker and gave a talk Pluripotential Theory and Complex Dynamics in Higher Dimension at the 2018 International Congress of Mathematicians (ICM) in Rio. Also in 2018, he received the Humboldt Prize from Alexander von Humboldt foundation. Selected publications References Living people 1973 births Academic staff of the National University of Singapore 20th-century Vietnamese mathematicians École Polytechnique Écoles Normales Supérieures 21st-century Vietnamese mathematicians
https://en.wikipedia.org/wiki/NIMPLY%20gate	The NIMPLY gate is a digital logic gate that implements a material nonimplication. Symbols A right-facing arrow with a line through it () can be used to denote NIMPLY in algebraic expressions. Logically, it is equivalent to material nonimplication, and the logical expression A ∧ ¬B. Usage The NIMPLY gate is often used in synthetic biology and genetic circuits. See also IMPLY gate AND gate NOT gate NAND gate NOR gate XOR gate XNOR gate Boolean algebra (logic) Logic gates References Logic gates
https://en.wikipedia.org/wiki/Maddux%20%28statistic%29	A Maddux, in baseball statistics, is when a pitcher throws a shutout of nine or more innings with fewer than 100 pitches. Writer Jason Lukehart invented the statistic in 2012 and named it after his favorite baseball player, Greg Maddux. , Greg Maddux has the most career Madduxes with 13, since 1988 when accurate pitch counts were tracked. Zane Smith has the second-most career Madduxes, seven, and shares the single-season record for Madduxes with Greg Maddux, three each. Shelby Miller and Derek Holland are the leaders among active players, with three each. The 1988 season had the most Madduxes with 25, while 2018 had the fewest with just two thrown. Roy Halladay is the only player to have thrown an extra-inning Maddux, throwing 99 pitches in 10 innings on September 6, 2003. References Pitching statistics Baseball terminology 2012 introductions
https://en.wikipedia.org/wiki/Nikiel%27s%20conjecture	In mathematics, Nikiel's conjecture in general topology was a conjectural characterization of the continuous image of a compact total order. The conjecture was first formulated by in 1986. The conjecture was proven by Mary Ellen Rudin in 1999. The conjecture states that a compact topological space is the continuous image of a total order if and only if it is a monotonically normal space. Notes Topology Conjectures that have been proved
https://en.wikipedia.org/wiki/Simon%20Bruce-Lockhart	Simon C. Bruce-Lockhart (born 1949), is a Scottish-Canadian schoolmaster who taught at several schools in Canada between 1972 and 2015. He was first an English and Mathematics teacher, and then also a housemaster, at his old school, Ridley College, and later a housemaster at Lakefield College School, then was successively Head of School at Albert College, Belleville, Shawnigan Lake School, Mulgrave School, and Glenlyon Norfolk School, the last three of which are in British Columbia. Early life Bruce-Lockhart is one of the sons of Patrick Bruce Lockhart (1918–2009), an obstetrician, by his marriage in 1942 to Mary Campbell Seddall. His parents emigrated from Britain to Canada in 1953, and after his mother's death in 1960 his father remarried and had more children, two more sons and a daughter. He is the brother of Michael Bruce-Lockhart (born 1947), now retired as Professor of Computer Engineering at Memorial University of Newfoundland, and they also have a younger full sister, Ferelyth. The Bruce Lockhart family has a long tradition of teaching. Bruce-Lockhart's grandfather, John Bruce Lockhart, was headmaster of Sedbergh School, in the north of England, and two of his uncles, Rab and Logie Bruce Lockhart, were headmasters who had played rugby union for Scotland. His great-grandfather, Robert Bruce Lockhart (1858–1950), was a Scottish headmaster born at Montreal, in Canada, and he lived long enough for them to meet. Bruce-Lockhart was educated at Ridley College, Ontario, from 1962 to 1967, where he was a school prefect in his final year, and Yale, where he graduated BA. Career Following in the family tradition, after Yale, Bruce-Lockhart trained for a teaching career. In 1972 he returned to Ridley College, his old school, as a master, to teach English and Mathematics, but took time out from 1975 to 1976 to spend a year at Dalhousie University studying law. He then returned to Ridley as housemaster of Gooderham House, before moving on in 1979 to Lakefield College School, in Selwyn, Ontario, again as a housemaster, and became also the school's director for admissions. In 1986 he was appointed as head of school at Albert College, Belleville, where he remained until 1990. After that, he was head of school at Shawnigan Lake School, on Vancouver Island, from 1990 to 2000, Mulgrave School, West Vancouver, in 2003–2004, and Glenlyon Norfolk School, also in British Columbia, from 2004 to 2015. In 1990, shortly after his arrival at Shawnigan Lake School, Bruce-Lockhart persuaded Jason Dorland to come to the school as a rowing coach, and Dorland has described him as "a big man", a rugby, football, and hockey player with "gentleness and kindness about him". Notes 1949 births Simon C Dalhousie University alumni Heads of schools in Canada Yale University alumni Living people
https://en.wikipedia.org/wiki/Quotient%20algebra	Quotient algebra may refer to: Specifically, quotient associative algebra in ring theory          or quotient Lie algebra Quotient (universal algebra) in the most general mathematical setting
https://en.wikipedia.org/wiki/List%20of%20Gokulam%20Kerala%20FC%20records%20and%20statistics	Gokulam Kerala FC is an Indian professional football club based in Kozhikode, Kerala. The club was founded in January 2017 as Gokulam FC and started to compete in I-League, the top division of club football system in India, from 2017-18 season. Title & honours General Records and statistics of only official matches are counted. This include matches played in I-League and Indian Super Cup. Friendlies are unofficial matches, and therefore aren't counted. First match: 1-0 loss (away to Shillong Lajong, I-League, 27 November 2017) First win: 0-2 (away to Indian Arrows, I-League, 22 December 2017) First goalscorer: Kamo Stephane Bayi First Indian goalscorer: Santu Singh All time record Appearances Most appearances in all competitions: 61 – Aminou Bouba Most appearances in I-League: 43 Thahir Zaman Most appearances in Indian Super Cup: 4 – 10 different players Most appearances in Durand Cup: 8 – Aminou Bouba Most appearances in IFA Shield: 8 – Ngangom Ronald Singh Longest Serving Player: From 2017 –2022 Muhammed Rashid Most appearances 26-36 appearances 15-25 appearances Goals All time top scorer: Marcus Joseph – 26 goals Most goals in I-League – Marcus Joseph(14 goals) Most goals in Indian Super Cup – Henry Kisekka (3 goals) Most goals in Durand Cup – Marcus Joseph (11 goals) Most goals in Sheikh Kamal Cup – Henry Kisekka (3 goals) Most goals in IFA Shield – Rahim Osumanu (5 goals) Most goals in AFC Cup – Luka Majcen (2 goals) Most Goals Top scorers Goal scorers Top scorer by season Mile stones Assists Clean sheets Head coach's record Club captains Head to head records References Gokulam Kerala FC related lists
https://en.wikipedia.org/wiki/Legion%20of%20Super-Heroes%20Volume%20I	Legion of Super-Heroes Volume I is a 1986 role-playing game supplement for DC Heroes published by Mayfair Games. Plot summary Legion of Super-Heroes Volume I features game statistics and background information for all the major characters of the Legion of Super-Heroes. Reception Pete Tamlyn reviewed Legion of Super-Heroes for White Dwarf #88, and stated that "it's another monster manual: page upon page of characters out of DC Comics reduced to game statistics and a brief biography. It's fascinating for comics experts, a must for fans of the characters featured, and a big yawn for the reviewer". Michael R. Jarrell reviewed Legion of Super-Heroes Volume I in Space Gamer/Fantasy Gamer No. 78. Jarrell commented that "I have to urge you to run out to your local game store and take a look at this fine Mayfair supplement. if you like it then buy it. Bugs and all. I don't think you'll regret it". References DC Heroes supplements Legion of Super-Heroes Role-playing game supplements introduced in 1986
https://en.wikipedia.org/wiki/Wu%20Yaoxing	Wu Yaoxing (; born 13 January 1985) is a Chinese football manager. He managed Hong Kong side R&F in 2018. Managerial statistics References 1985 births Living people Chinese expatriate sportspeople in Hong Kong Expatriate football managers in Hong Kong Hong Kong football managers
https://en.wikipedia.org/wiki/Helen%20Schaeffer%20Huff	Helen Schaeffer Huff (1883 – January 19, 1913) was an American physicist. She received her PhD in physics from Bryn Mawr College in 1908, with a minor in pure and applied mathematics. Her dissertation was entitled A Study of the Electric Spark in a Magnetic Field. Research and education While at Bryn Mawr, Schaeffer Huff studied mathematics with Charlotte Scott. In the 1905–1906 academic year, she visited the University of Göttingen. In Göttingen, Schaeffer Huff attended physics lectures and researched the absorption bands of rare earths when dissolved in various solvents under the supervision of Woldemar Voigt. She published the results of her research with Voigt in Physikalische Zeitschrift. A Bryn Mawr research fellowship is named in Schaeffer Huff's honor. Family Schaeffer Huff's father Nathan C. Schaeffer was a Pennsylvania state superintendent of education. Schaeffer Huff had two brothers and four sisters. Schaeffer Huff married William B. Huff, a Bryn Mawr physics professor, in August 1908. They had two children, born on December 29, 1912. Their daughter died shortly after birth, and Schaeffer Huff died at her home in Bryn Mawr on January 19, 1913. References External links Bryn Mawr College alumni American women physicists 20th-century American physicists 20th-century American women scientists 1883 births 1913 deaths
https://en.wikipedia.org/wiki/Kenji%20Sato%20%28basketball%29	is the Head coach of the Kawasaki Brave Thunders in the Japanese B.League. Career statistics \|- \| align="left" \| 2007-08 \| align="left" \| Toshiba \| 2 \|\| \|\| 3.0 \|\| .000 \|\| .000 \|\| .000 \|\| 1.0 \|\| 1.0 \|\| 0.0 \|\| 0.0 \|\| 0.0 \|- \| align="left" \| 2008-09 \| align="left" \| Toshiba \| 7 \|\| \|\| 2.6 \|\| .455 \|\| .250 \|\| 1.000 \|\| 0.4 \|\| 0.3 \|\| 0.0 \|\| 0.0 \|\| 2.1 \|- \| align="left" \| 2009-10 \| align="left" \| Toshiba \| 41 \|\| \|\|13.9 \|\| .310 \|\| .290 \|\| .750 \|\| 1.0 \|\| 1.6 \|\| 0.3 \|\| 0.1 \|\| 3.1 \|- \| align="left" \| 2010-11 \| align="left" \| Toshiba \| 36 \|\| \|\|17.7 \|\| .412 \|\| .291 \|\| .576 \|\| 1.9 \|\| 1.9 \|\| 0.5 \|\| 0.0 \|\| 4.2 \|- Head coaching record \|- \| style="text-align:left;"\|Kawasaki Brave Thunders \| style="text-align:left;"\|2019-20 \| 40\|\|31\|\|9\|\|\|\| style="text-align:center;"\| 1st in Central\|\|\|-\|\|-\|\|-\|\| \| style="text-align:center;"\|- 1979 births Living people Japanese basketball coaches Kawasaki Brave Thunders coaches Kawasaki Brave Thunders players References
https://en.wikipedia.org/wiki/Jill%20Macoska	Jill A. Macoska is an American scientist and professor. She is the Alton J. Brann endowed chair and distinguished professor of science and mathematics at the University of Massachusetts Boston. Education Macoska earned a B.A. in physical anthropology from Kent State University (1978). She holds an M.Phil. (1986) and Ph.D. in biochemistry (1988) from the Graduate Center of the City University of New York. She completed postdoctoral work at Harvard University in molecular genetics and at the Michigan Cancer Foundation. Career and research Macoska is the Alton J. Brann Distinguished Professor in Science and Mathematics, and Professor of Biological Sciences at University of Massachusetts Boston. For the past 20 years, her research has focused on elucidating the molecular genetic alterations and dysfunctional intracellular signaling mechanisms that promote prostate pathobiology. Macoska serves as the first director of the Center for Personalized Cancer Therapy. References Year of birth missing (living people) Living people 20th-century American biochemists 21st-century American biochemists 20th-century American women scientists 21st-century American women scientists CUNY Graduate Center alumni University of Massachusetts Boston faculty Women biochemists American geneticists American women geneticists American women academics Kent State University alumni
https://en.wikipedia.org/wiki/Luna%20Parc	{"type": "Feature", "properties": { "marker-symbol": "museum", "marker-color": "3339ff", "marker-size": "medium"}, "geometry": { "type": "Point", "coordinates": [-74.78795, 41.25231] }} Luna Parc is the semi-private museum, atelier, and private home of 21st century American multimedia artist Richard "Ricky" Boscarino located in Sandyston Township, New Jersey, United States. Twice a year, the museum and atelier are opened to the public for a three-weekday Open House. Description Luna Parc comprises multiple buildings and outdoor art pieces set in an 8.5-acre densely-wooded landscape. These structures are built from metal, clay, glass, wood, rock, ceramic, cement, and ferro-cement. They are designed in a whimsical architectural style, featuring vivid colors, curving surfaces, detailed mosaic tiling, and incorporating unusual objects such as bowling balls and license plates. The fantastical outdoor appearance of Luna Parc resembles Gaudí's Park Güell in Barcelona, Spain, and the Hundertwasser House in Vienna, Austria, because Boscarino drew inspiration from both these European sites. The main building is a 5,000 square foot residential house. The interior of this house is a cabinet of curiosities exhibiting thousands of artifacts ranging from the exotic (e.g., Tibetan yak leather pouch) to the absurd (human fallopian tubes floating in a glass vessel). Also on display inside are Boscarino's individual works of art such as his oil paintings and articulated metallic insect jewelry. Related organization Boscarino is also an officer in The Luna Parc Atelier Foundation Inc. The Foundation is a not-for-profit entity registered under US IRC as a 501(c)(3) organization that serves as an art colony and is chartered to teach and provide hands-on training to aspiring artists and apprentice workers. One mission of the Foundation is to ensure the continued existence of Luna Parc as a creative museum. Much of the Foundation's training, events, and fundraising takes place on the grounds of Luna Parc. Critical reception Mark Sceurman, co-creator and publisher of History Channel's reality television series Weird U.S., described Luna Parc in 2014 as "Of all the places we've seen, I think this is the strangest". Some works exhibited References External links Autobiographical video narrated by Boscarino Aerial drone footage of Luna Parc in winter New Jersey State Council on the Arts video tour Luna Parc and interview of Boscarino Art museums and galleries in New Jersey Historic house museums in New Jersey Sculpture gardens, trails and parks in the United States Contemporary art galleries in the United States Art galleries established in 1989 Museums in Sussex County, New Jersey Houses in Sussex County, New Jersey Visionary environments 1989 establishments in New Jersey Open-air museums in New Jersey Museums established in 1989 Expressionist architecture Modernisme architecture Organic architecture Sandyston Township, New Jersey Tourist attractions i
https://en.wikipedia.org/wiki/Congo%20Children%20Trust	{ "type": "FeatureCollection", "features": [ { "type": "Feature", "properties": {}, "geometry": { "type": "Point", "coordinates": [ -2.2601580619812016, 53.44571422446806 ] } } ] }The Congo Children Trust is a registered charity in Wales and England. They support street children in the D.R.Congo through projects and partner organisations. The vision of the Congo Children Trust is to "improve the quality of life for children living on the streets in the Democratic Republic of Congo". History The Congo Children Trust was formed in 2007 by Ian Harvey. Ian set up the trust after working in Kinshasa, which is the capital of D.R.Congo, during the first democratic elections in 2006. During this time, Ian observed a sharp rise in the numbers of street children since previously working in the D.R.Congo in the 1990s. The increased number of street children in the D.R.Congo had been a result of the wars during 1996-1997 and 1998-2003. Street children in the D.R.Congo It is estimated that there are 250,000 children living on the streets in the D.R.Congo. Children find themselves homeless through a number of factors, accusations of witchcraft, poverty, a death of one/both parents due to HIV/AIDS or malaria, extended family being unable to support the child and parental separation. Whilst living on the street the children are exposed to daily violence, sexual, physical and emotional abuse. The street children lack secure access to their basic needs such as food and shelter. Projects The Congo Children Trust's main project is Kimbilio, which receives 98% of the funding raised by the trust. The Kimbilio project, set up in 2009, is based in Lubumbashi, D.R.Congo. Kimbilio runs a day centre and four homes for street children in Lubumbashi and seeks to reunite children with their families. In 2021, Kimbilio opened a primary school for former street children and children whose families are on zero or low income. Trustees and staff The Congo Children Trust has no paid members of staff in the UK, all staff are volunteers. Ian Harvey Ian Harvey is the founder of the Children Congo Trust and set up the Kimbilio project. Harvey attended the University of London, where he studied Social Anthropology. After being qualified as a Social Worker, Ian worked in child protection. Harvey managed Manchester's social work team, where he supported and assessed unaccompanied asylum seeking young people and children. In 2009 Harvey moved to D.R.Congo and set up project Kimbilio. In 2013 Harvey returned to the UK to oversee the development and running of Kimbilio. Mark Gant Mark Gant is the treasurer of the Congo Children Trust. Gant is the Head of Modern Languages at the University of Chester. Gant was involved in the establishment and initial planning of the Kimbilio project. Funding About 98% of the money funded by the Congo Children Trust goes to the Kimbilio project. The Kimbilio proje
https://en.wikipedia.org/wiki/List%20of%20countries%20by%20antidepressant%20consumption	This is a list of countries by antidepressant consumption according to data published by the OECD. OECD list The source for the data below is the OECD Health Statistics 2018, released by the OECD in June 2018 and updated on 8 November 2018. The unit of measurement used by the OECD is defined daily dose (DDD), defined as "the assumed average maintenance dose per day for a drug used on its main indication in adults". The sources used by the OECD are primarily national health authorities. Definitions, sources and methodology per country is explained further in a document available on the OECD website. The OECD have not included the United States in these reviews, but if added the country would have the highest or second-highest rate. See also Antidepressant List of countries by suicide rate Notes References External links Lists of countries Health-related lists
https://en.wikipedia.org/wiki/Reuschle%27s%20theorem	In elementary geometry, Reuschle's theorem describes a property of the cevians of a triangle intersecting in a common point and is named after the German mathematician Karl Gustav Reuschle (1812–1875). It is also known as Terquem's theorem after the French mathematician Olry Terquem (1782–1862), who published it in 1842. In a triangle with its three cevians intersecting in a common point other than the vertices , or let , and denote the intersections of the (extended) triangle sides and the cevians. The circle defined by the three points , and intersects the (extended) triangle sides in the (additional) points , and . Reuschle's theorem now states that the three new cevians , and intersect in a common point as well. References Friedrich Riecke (ed.): Mathematische Unterhaltungen. Volume I, Stuttgart 1867, (reprint Wiesbaden 1973), , p. 125 (German) M. D. Fox, J. R. Goggins: "Cevian Axes and Related Curves." The Mathematical Gazette, volume 91, no. 520, 2007, pp. 3-4 (JSTOR). External links Terquem's theorem at cut-the-knot.org Elementary geometry Theorems about triangles and circles
https://en.wikipedia.org/wiki/Om%20al-Nasr	Om al-Nasr or Al-Qaraya al-Badawiya is an area within the northern Gaza governorate in Palestine. The population of the village was about 4,737 according to Palestinian Central Bureau of Statistics (PCBS) in 2017. The village was established in 1997 on an area of 800 dunums. See also Umm al-Nasr Mosque References North Gaza Governorate
https://en.wikipedia.org/wiki/Ann%20R.%20Cannon	Ann C. Russey Cannon is an American statistics educator, the Watson M. Davis Professor of Mathematics and Statistics at Cornell College in Iowa. , she was the only statistician at Cornell College. Cannon is a graduate of Grinnell College, and completed a doctorate in statistics at Iowa State University in 1994. Her dissertation, Signal Detection Using Categorical Temporal Data, was jointly supervised by William Q. Meeker Jr. and Noel Cressie. Cannon is one of the co-authors of the statistics textbook Stat2: Building Models for a World of Data (W. H. Freeman, 2013). The second edition of this textbook was released under the title Stat2: Modeling with Regression and ANOVA (W.H. Freeman, 2019). In 2019 she was elected as a Fellow of the American Statistical Association. References External links Contact information Living people American statisticians Women statisticians Cornell College faculty Fellows of the American Statistical Association 1966 births
https://en.wikipedia.org/wiki/Eun%20Sug%20Park	Eun Sug Park is an American statistician who works as a senior research scientist in the Texas A&M Transportation Institute. She is known for her research on the statistics of traffic safety, and on whether public transportation reduces air pollution, as well as for her book on traffic simulation. Education and career Park earned bachelor's and master's degrees at Seoul National University in 1990 and 1992, respectively. She completed a doctorate in statistics at Texas A&M University in 1997. Her dissertation, Multivariate Receptor Modeling from a Statistical Science Viewpoint, was supervised by Clifford Spiegelman. She became a member of the Texas A&M Transportation Institute in 2001. Book With Clifford Spiegelman and Laurence R. Rilett, Park is a co-author of the book Transportation Statistics and Microsimulation (CRC Press, 2016). Recognition Park won the Patricia F. Waller Award of the Transportation Research Board in 2009, for her work with Kay Fitzpatrick on pedestrian safety, and the D. Grant Mickle Award of the TRB in 2011 for her work with Fitzpatrick, Susan Chrysler, and Vichika Iragavarapu on the visibility of crosswalk indicators. In 2019 she was elected as a Fellow of the American Statistical Association. She is also an Elected Member of the International Statistical Institute. References External links Year of birth missing (living people) Living people American statisticians 20th-century South Korean mathematicians Women statisticians Seoul National University alumni Texas A&M University alumni Elected Members of the International Statistical Institute Fellows of the American Statistical Association
https://en.wikipedia.org/wiki/Wine/water%20paradox	The wine/water paradox is an apparent paradox in probability theory. It is stated by Michael Deakin as follows: The core of the paradox is in finding consistent and justifiable simultaneous prior distributions for and . Calculation This calculation is the demonstration of the paradoxical conclusion when making use of the principle of indifference. To recapitulate, We do not know , the wine to water ratio. When considering the numbers above, it is only known that it lies in an interval between the minimum of one quarter wine over three quarters water on one end (i.e. 25% wine), to the maximum of three quarters wine over one quarter water on the other (i.e. 75% wine). In term of ratios, resp. . Now, making use of the principle of indifference, we may assume that is uniformly distributed. Then the chance of finding the ratio below any given fixed threshold , with , should linearly depend on the value . So the probability value is the number As a function of the threshold value , this is the linearly growing function that is resp. at the end points resp. the larger . Consider the threshold , as in the example of the original formulation above. This is two parts wine vs. one part water, i.e. 66% wine. With this we conclude that . Now consider , the inverted ratio of water to wine but the equivalent wine/water mixture threshold. It lies between the inverted bounds. Again using the principle of indifference, we get . This is the function which is resp. at the end points resp. the smaller . Now taking the corresponding threshold (also half as much water as wine). We conclude that . The second probability always exceeds the first by a factor of . For our example the numbers is . Paradoxical conclusion Since , we get , a contradiction. References Probability theory paradoxes
https://en.wikipedia.org/wiki/3-4-3-12%20tiling	In geometry of the Euclidean plane, the 3-4-3-12 tiling is one of 20 2-uniform tilings of the Euclidean plane by regular polygons, containing regular triangles, squares, and dodecagons, arranged in two vertex configuration: 3.4.3.12 and 3.12.12. The 3.12.12 vertex figure alone generates a truncated hexagonal tiling, while the 3.4.3.12 only exists in this 2-uniform tiling. There are 2 3-uniform tilings that contain both of these vertex figures among one more. It has square symmetry, p4m, [4,4], (*442). It is also called a demiregular tiling by some authors. Circle Packing This 2-uniform tiling can be used as a circle packing. Cyan circles are in contact with 3 other circles (1 cyan, 2 pink), corresponding to the V3.122 planigon, and pink circles are in contact with 4 other circles (2 cyan, 2 pink), corresponding to the V3.4.3.12 planigon. It is homeomorphic to the ambo operation on the tiling, with the cyan and pink gap polygons corresponding to the cyan and pink circles (one dimensional duals to the respective planigons). Both images coincide. Dual tiling The dual tiling has kite ('ties') and isosceles triangle faces, defined by face configurations: V3.4.3.12 and V3.12.12. The kites meet in sets of 4 around a center vertex, and the triangles are in pairs making planigon rhombi. Every four kites and four isosceles triangles make a square of side length . This is one of the only dual uniform tilings which only uses planigons (and semiplanigons) containing a 30° angle. Conversely, 3.4.3.12; 3.122 is one of the only uniform tilings in which every vertex is contained on a dodecagon. Related tilings It has 2 related 3-uniform tilings that include both 3.4.3.12 and 3.12.12 vertex figures: This tiling can be seen in a series as a lattice of 4n-gons starting from the square tiling. For 16-gons (n=4), the gaps can be filled with isogonal octagons and isosceles triangles. Notes References Keith Critchlow, Order in Space: A design source book, 1970, pp. 62–67 Ghyka, M. The Geometry of Art and Life, (1946), 2nd edition, New York: Dover, 1977. Demiregular tiling pp. 35–43 p. 65 Sacred Geometry Design Sourcebook: Universal Dimensional Patterns, Bruce Rawles, 1997. pp. 36–37 External links In Search of Demiregular Tilings, Helmer Aslaksen n-uniform tilings Brian Galebach, 2-Uniform Tiling 2 of 20 Euclidean plane geometry Tessellation
https://en.wikipedia.org/wiki/Lumini%C8%9Ba%20Vese	Luminița Aura Vese is a Romanian professor of mathematics at the University of California, Los Angeles, known for her research in image processing, including work on active contour models, level-set methods, image segmentation, and inpainting. Contributions The Chan–Vese method of image segmentation using active contours is named after her and Tony F. Chan; Chan and Vese published the method in 2001. The Vese–Osher and Osher–Solé–Vese models are optimization problems used for noise reduction of images, by decomposing an image into a sum of signal and noise in a way that optimizes a combination of measures of the smoothness of the image and the total amount of noise. They are again named after Vese, and her co-authors Stanley Osher and Andrés Solé on two papers published in 2003. With Carole Le Guyader, Vese is the author of the book Variational Methods in Image Processing (CRC Press, 2016). Education and career Vese earned bachelor's and master's degrees in 1992 at the West University of Timișoara in Romania. She then moved to the University of Nice Sophia Antipolis in France, earning a second master's degree in 1992 and completing her doctorate in 1997. Her dissertation, Problèmes variationnels et EDP pour l’analyse d’image et l’évolution des courbes, was jointly supervised by Gilles Aubert and Michel Rascle. After taking a temporary position at Paris Dauphine University, she joined the University of California, Los Angeles faculty in 2000. She received a Sloan Research Fellowship in 2003. References External links Home page Year of birth missing (living people) Living people Romanian mathematicians West University of Timișoara alumni 21st-century American mathematicians American women mathematicians University of California, Los Angeles faculty Sloan Research Fellows 21st-century American women
https://en.wikipedia.org/wiki/Omar%20Campos%20%28footballer%2C%20born%202000%29	Omar Milton Campos (born 28 August 2000) is a Salvadoran footballer who currently plays as a midfielder. Career statistics Club Notes References 2000 births Living people Salvadoran men's footballers Salvadoran expatriate men's footballers Men's association football midfielders Loudoun United FC players USL Championship players Salvadoran expatriate sportspeople in the United States Expatriate men's soccer players in the United States
https://en.wikipedia.org/wiki/Ninet%20Sinaii	Ninet Sinaii is an American epidemiologist of Armenian descent. She is a staff epidemiologist at the Biostatistics and Clinical Epidemiology Service (BCES) at the National Institutes of Health Clinical Center. Early life and education Sinaii is Armenian and American. Her family moved from Iran to Germany and later the United States. She was introduced to epidemiology and public health during her junior year abroad in England. Sinaii received her bachelor of arts in psychobiology from Occidental College. She earned a Master of Public Health in Epidemiology and Biostatistics from Milken Institute School of Public Health, and her Ph.D. in epidemiology from the Columbian College of Arts and Sciences. Career Sinaii has been at National Institutes of Health since 2000, first as a pre-doctoral fellow at the Eunice Kennedy Shriver National Institute of Child Health and Human Development, and since 2006, as a staff epidemiologist with the Biostatistics and Clinical Epidemiology Service (BCES) at the National Institutes of Health Clinical Center. In BCES, Sinaii has collaborated in a wide range of research activities and study designs involving the fields of hospital epidemiology and infectious diseases, bioethics, adult and pediatric endocrinology, women’s health, and other acute and chronic conditions. She has co-authored dozens of peer-reviewed articles searchable on PubMed and is a member of the Society for Epidemiologic Research. In addition, she takes part in the ancillary epidemiological/statistical teaching of medical and other graduate students, residents, and fellows; is involved in community public health projects; and is an appointed representative of the Clinical Center on the Prevention Research Coordinating Committee. Personal life Sinaii is married and has children. She was a military wife for 15 years. Sinaii is Christian and a polyglot. References Living people Year of birth missing (living people) American women epidemiologists American epidemiologists National Institutes of Health people Immigrants to the United States Iranian emigrants Immigrants to Germany 21st-century American women scientists 21st-century Armenian women 21st-century American scientists Armenian women scientists People with acquired American citizenship Occidental College alumni Columbian College of Arts and Sciences alumni American Christians Armenian Christians 21st-century Christians American expatriates in the United Kingdom American people of Armenian descent Milken Institute School of Public Health alumni
https://en.wikipedia.org/wiki/Patricia%20Campbell	Patricia F. Campbell is an American mathematician and mathematics educator. She is a professor in the Department of Teaching and Learning, Policy and Leadership at the University of Maryland, College Park. Her work has concerned the improvement of mathematics education in minority and lower-income secondary schools, and the effectiveness of mathematics coaching in mathematics education. Campbell is a graduate of the College of St. Francis. After earning a master's degree in mathematics at Michigan State University, she completed a Ph.D. in mathematics education at the Florida State University. She was co-chair of the American Educational Research Association Special Interest Group on Research in Math Education for 2007–2009. In 2011 she was given the Twenty-First Annual Louise Hay Award for Contributions to Mathematics Education. The Association for Women in Mathematics awarded it to her "for her contributions to the teaching and learning of mathematics in urban settings and for working in schools that serve predominantly minority populations from low-income backgrounds". References External links Living people 20th-century American mathematicians 21st-century American mathematicians American women mathematicians Mathematics educators University of St. Francis alumni Michigan State University alumni Florida State University alumni University of Maryland, College Park faculty Year of birth missing (living people) 20th-century American women 21st-century American women
https://en.wikipedia.org/wiki/Y-League%20records%20and%20statistics	This is a list of Y-League records and statistics Club honours Champions This is a list of Y-League champions, that is, all the clubs that have won the grand final of the Y-League or finished top of the table as "champions". The winning team is crowned as the Y-League Champion. Premiers This is list of Y-League premiers, that is, all the teams that have won the minor premiership of the Y-League. The team which finishes first on the table at the completion of the regular season is crowned Y-League Premiers. The numbers in brackets indicate the number of premierships won by a team. Summary Individual honours Player of the Year Golden Boot League milestones Club records Titles Most Premiership titles: 4, Sydney FC Most Championship titles: 4, Sydney FC Most consecutive Premiership title wins: 2, Sydney FC (2016, 2017), Melbourne City (2017, 2018), Western Sydney Wanderers (2018, 2019) Most consecutive Championship title wins: 2, Gold Coast United (2010, 2011) References Y-League Association football league records and statistics
https://en.wikipedia.org/wiki/Jos%C3%A9%20Terr%C3%B3n%20%28footballer%29	José Carlos Terrón Arroyo (born 15 April 1991) is a Spanish footballer who plays as a defender. Career statistics Club Notes References 1991 births Living people People from Torrelavega Spanish men's footballers Spanish expatriate men's footballers Men's association football defenders Racing de Santander players FC Barcelona players Parma Calcio 1913 players CA Osasuna B players CA Osasuna players Lane United FC players FC Tucson players Segunda División B players USL League Two players USL League One players Spanish expatriate sportspeople in Italy Expatriate men's footballers in Italy Spanish expatriate sportspeople in the United States Expatriate men's soccer players in the United States
https://en.wikipedia.org/wiki/Jesus%20West	Jesus Andrés West Salazar (born 19 June 1999) is a Panamanian footballer currently playing as a right-back. Career statistics Club Notes References External links 1999 births Living people Panamanian men's footballers Panamanian expatriate men's footballers Panamanian expatriate sportspeople in Canada Men's association football defenders Expatriate men's soccer players in Canada Toronto FC II players USL League One players Footballers from Panama City Liga Panameña de Fútbol players Panama men's under-20 international footballers
https://en.wikipedia.org/wiki/Kensuke%20Enjo	is a Japanese footballer currently playing for Tomislav Drnje. Career statistics Club Notes References 1993 births Living people Association football people from Osaka Prefecture Japanese men's footballers Japanese expatriate men's footballers Men's association football midfielders Gamba Osaka players Nara Club players FK Auda players Stomil Olsztyn S.A. players Japan Football League players I liga players Japanese expatriate sportspeople in Thailand Expatriate men's footballers in Thailand Expatriate men's footballers in Slovenia Japanese expatriate sportspeople in Latvia Expatriate men's footballers in Latvia Japanese expatriate sportspeople in Poland Expatriate men's footballers in Poland
https://en.wikipedia.org/wiki/Hu%20Wei%20%28footballer%29	Hu Wei (; born 1 January 1983) is a Chinese former footballer. Career statistics Club Notes References 1983 births Living people Chinese men's footballers Men's association football defenders Chinese Super League players China League One players Chongqing Liangjiang Athletic F.C. players Chengdu Tiancheng F.C. players Cangzhou Mighty Lions F.C. players Nantong Zhiyun F.C. players
https://en.wikipedia.org/wiki/Zhang%20Tiangang	Zhang Tiangang (; born 20 February 1985) is a Chinese former footballer. Career statistics Club Notes References 1985 births Living people Chinese men's footballers Men's association football forwards Chinese Super League players Shanghai Shenxin F.C. players

Subsets and Splits

No community queries yet

The top public SQL queries from the community will appear here once available.