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Wikipedia:Karen Yeats#0 | Karen Amanda Yeats (born 1980) is a Canadian mathematician and mathematical physicist whose research connects combinatorics to quantum field theory. They hold the Canada Research Chair in Combinatorics in Quantum Field Theory at the University of Waterloo. == Biography == Yeats is from Halifax, Nova Scotia. As an under... |
Wikipedia:Kari Hag#0 | Kari Jorun Blakkisrud Hag (born April 4, 1941) is a Norwegian mathematician known for her research in complex analysis on quasicircles and quasiconformal mappings, and for her efforts for gender equality in mathematics. She is a professor emerita of mathematics at the Norwegian University of Science and Technology (NTN... |
Wikipedia:Kari Vilonen#0 | Kari Kaleva Vilonen (born 1955) is a Finnish mathematician, specializing in geometric representation theory. He is currently a professor at the University of Melbourne. == Education == He received in 1983 his Ph.D from Brown University under Robert MacPherson with thesis The Intersection Homology D-module on Hypersurfa... |
Wikipedia:Karin Baur#0 | Karin Baur is a Swiss mathematician who is working in the mathematical fields algebra, representation theory, cluster algebras, cluster categories, combinatorics, Lie algebras. Currently she is a professor at University of Leeds and she also a full professor at University of Graz. From 2007–2012 she has been an assista... |
Wikipedia:Karin Erdmann#0 | Karin Erdmann (born 1948) is a German mathematician specializing in the areas of algebra known as representation theory (especially modular representation theory) and homological algebra (especially Hochschild cohomology). She is notable for her work in modular representation theory which has been cited over 1500 times... |
Wikipedia:Karin Schnass#0 | Karin Schnass (born 1980) is an Austrian mathematician and computer scientist known for her research on sparse dictionary learning. She is a professor of mathematics at the University of Innsbruck. == Education and career == Schnass was born in Klosterneuburg. She earned a master's degree in mathematics at the Universi... |
Wikipedia:Karl Egil Aubert#0 | Karl Egil Aubert (19 August 1924 – 21 October 1990) was a Norwegian mathematician. Karl Aubert was born in Christiania (now Oslo), Norway. He was the brother of sociologist Vilhelm Aubert. He studied at the University of Oslo and took his Doctor of Science degree at the University of Paris in 1957. He stayed at the Ins... |
Wikipedia:Karl F. Sundman#0 | Karl Frithiof Sundman (28 October 1873, in Kaskinen – 28 September 1949, in Helsinki) was a Finnish mathematician who used analytic methods to prove the existence of a convergent infinite series solution to the three-body problem in two papers published in 1907 and 1909. His results gained fame when they were reproduce... |
Wikipedia:Karl Menger#0 | Karl Menger (German: [ˈmɛŋɐ]; January 13, 1902 – October 5, 1985) was an Austrian-born American mathematician, the son of the economist Carl Menger. In mathematics, Menger studied the theory of algebras and the dimension theory of low-regularity ("rough") curves and regions; in graph theory, he is credited with Menger'... |
Wikipedia:Karl Sigmund#0 | Karl Sigmund (born July 26, 1945) is a Professor of Mathematics at the University of Vienna and one of the pioneers of evolutionary game theory. == Career == Sigmund was schooled in the Lycée Francais de Vienne. From 1963 to 1968 he studied at the Institute of Mathematics at the University of Vienna, and obtained his P... |
Wikipedia:Karl W. Gruenberg#0 | Karl W. Gruenberg (3 June 1928 – 10 October 2007) was a British mathematician who specialised in group theory, in particular with the cohomology theory of groups. == Education and career == At the age of eleven, Gruenberg was one of the many Jewish children sent from Austria to Great Britain as part of the Kindertransp... |
Wikipedia:Karl Weissenberg#0 | Karl Weissenberg (11 June 1893, Vienna – 6 April 1976, The Hague) was an Austrian physicist, notable for his contributions to rheology and crystallography. == Biography == The Weissenberg effect was named after him, as was the Weissenberg number. He invented a Goniometer to study X-ray diffraction of crystals for which... |
Wikipedia:Karma Dajani#0 | Karma Dajani is a Lebanese-Dutch mathematician whose research interests include ergodic theory, probability theory, and their applications in number theory. She is an associate professor of mathematics at Utrecht University. == Education and career == Dajani was born in Lebanon, and did her undergraduate studies at the... |
Wikipedia:Karsten Grove#0 | Karsten Grove is a Danish-American mathematician working in metric and differential geometry, differential topology and global analysis, mainly in topics related to global Riemannian geometry, Alexandrov geometry, isometric group actions and manifolds with positive or nonnegative sectional curvature. == Biography == Gr... |
Wikipedia:Kasia Rejzner#0 | Katarzyna (Kasia) Anna Rejzner (born 1985) is a Polish mathematical physicist specializing in algebraic quantum field theory and the theory of renormalization, including the Batalin–Vilkovisky formalism. She works as a professor in mathematics at the University of York. == Education and career == Rejzner was born in 19... |
Wikipedia:Katapayadi system#0 | Kaṭapayādi system (Devanagari: कटपयादि, also known as Paralppēru, Malayalam: പരല്പ്പേര്) of numerical notation is an ancient Indian alphasyllabic numeral system to depict letters to numerals for easy remembrance of numbers as words or verses. Assigning more than one letter to one numeral and nullifying certain other l... |
Wikipedia:Katherine Heinrich#0 | Katherine A. Heinrich (born 21 February 1954) is a mathematician and mathematics teacher who was the first female president of the Canadian Mathematical Society. Her research interests include graph theory and the theory of combinatorial designs. Originally from Australia, she moved to Canada where she worked as a prof... |
Wikipedia:Kathleen Booth#0 | Kathleen Hylda Valerie Booth (née Britten, 9 July 1922 – 29 September 2022) was a British computer scientist and mathematician who wrote the first assembly language and designed the assembler and autocode for the first computer systems at Birkbeck College, University of London. She helped design three different machine... |
Wikipedia:Kathryn E. Hare#0 | Kathryn Elizabeth Hare (born 1959) is a Canadian mathematician specializing in harmonic analysis and fractal geometry. She was the Chair of the Pure Mathematics Department at the University of Waterloo from 2014 to 2018. She retired from the University of Waterloo in 2021. == Education and career == Hare did her underg... |
Wikipedia:Kathy Driver#0 | Kathleen Ann Driver (née Owen) is a retired South African mathematician who lists her research interests as "special functions, orthogonal polynomials and approximation theory". She is an emeritus professor at the University of Cape Town. == Education and career == Driver earned a bachelor's degree in mathematics at th... |
Wikipedia:Kathy Horadam#0 | Kathryn Jennifer Horadam (born 1951) is an Australian mathematician known for her work on Hadamard matrices and related topics in mathematics and information security. She is an emeritus professor at the Royal Melbourne Institute of Technology (RMIT). == Life == Horadam is one of the three children of mathematicians Al... |
Wikipedia:Kato's conjecture#0 | Kato's conjecture is a mathematical problem named after mathematician Tosio Kato, of the University of California, Berkeley. Kato initially posed the problem in 1953. Kato asked whether the square roots of certain elliptic operators, defined via functional calculus, are analytic. The full statement of the conjecture as... |
Wikipedia:Kato's inequality#0 | In functional analysis, a subfield of mathematics, Kato's inequality is a distributional inequality for the Laplace operator or certain elliptic operators. It was proven in 1972 by the Japanese mathematician Tosio Kato. The original inequality is for some degenerate elliptic operators. This article treats the special (... |
Wikipedia:Katya Scheinberg#0 | Katya Scheinberg is a Russian-American applied mathematician known for her research in continuous optimization and particularly in derivative-free optimization. She is a professor in the School of Industrial and Systems Engineering at Georgia Institute of Technology. == Education and career == Scheinberg was born in Mo... |
Wikipedia:Katz centrality#0 | In graph theory, the Katz centrality or alpha centrality of a node is a measure of centrality in a network. It was introduced by Leo Katz in 1953 and is used to measure the relative degree of influence of an actor (or node) within a social network. Unlike typical centrality measures which consider only the shortest pat... |
Wikipedia:Kaye Stacey#0 | Kaye C. Vale Stacey (born 1948) is an Australian mathematics educator who held the Foundation Chair of Mathematics Education in the Graduate School of Education at the University of Melbourne for 20 years, from 1992 until her retirement in 2012. She is the editor-in-chief of Educational Designer, the journal of the Int... |
Wikipedia:Kazimierz Bartel#0 | Kazimierz Władysław Bartel (Polish pronunciation: [kaˈʑimjɛʐ vwaˈdɨswav ˈbartɛl]; English: Casimir Bartel; 3 March 1882 – 26 July 1941) was a Polish mathematician, freemason, scholar, diplomat and politician who served as 15th, 17th and 19th Prime Minister of Poland three times between 1926 and 1930 and a Senator of Po... |
Wikipedia:Kaṇakkatikāram#0 | Kaṇakkatikāram is a Tamil mathematics book believed to have been written by Kari Nayanar hailing from Korakaiyur in Cholanad. Considering the internal evidences, the work has been dated to 15th century CE. "It is significant that the mathematical methods found in these delve into the material life of the people and app... |
Wikipedia:Kaṇita Tīpikai#0 | Kaṇita Tīpikai (Gaṇita Dīpika) is a Tamil book authored by Paṇṭala Rāmasvāmi Nāykkar and published in 1825 dealing with arithmetic. It is the first Tamil book on mathematics ever to be printed and it is the first Tamil book ever to introduce the symbol for zero and also to discuss the decimal place value notation or po... |
Wikipedia:Kees Vuik#0 | Cornelis (Kees) Vuik (Capelle aan den IJssel, Jan. 25, 1959) is a Dutch mathematician and professor. In 1982 he received his master's degree in applied mathematics from Delft University of Technology in Netherlands. He worked at Philips Natuurkundig Laboratorium for six months. He completed his Ph.D. at Utrecht Univers... |
Wikipedia:Keith Geddes#0 | Keith Oliver Geddes (born 1947) is a professor emeritus in the David R. Cheriton School of Computer Science within the Faculty of Mathematics at the University of Waterloo in Waterloo, Ontario. He is a former director of the Symbolic Computation Group in the School of Computer Science. He received a BA in Mathematics a... |
Wikipedia:Keith William Morton#0 | Keith William Morton (born 28 May 1930, Ipswich, Suffolk, England) is a British mathematician working on partial differential equations, and their numerical analysis. He obtained his Ph.D. in 1964 under the supervision of Harold Grad at the Courant Institute of Mathematical Sciences of New York University. In 2010, he ... |
Wikipedia:Kellogg's theorem#0 | Kellogg's theorem is a pair of related results in the mathematical study of the regularity of harmonic functions on sufficiently smooth domains by Oliver Dimon Kellogg. In the first version, it states that, for k ≥ 2 {\displaystyle k\geq 2} , if the domain's boundary is of class C k {\displaystyle C^{k}} and the k-th d... |
Wikipedia:Ken-ichi Kawarabayashi#0 | Ken-ichi Kawarabayashi (Japanese: 河原林 健一, born 1975) is a Japanese graph theorist who works as a professor at the National Institute of Informatics and is known for his research on graph theory (particularly the theory of graph minors) and graph algorithms. Kawarabayashi was born on May 22, 1975, in Tokyo. He earned a ... |
Wikipedia:Kengo Hirachi#0 | Kengo Hirachi (平地 健吾 Hirachi Kengo, born 30 November 1964) is a Japanese mathematician, specializing in CR geometry and mathematical analysis. Hirachi received from Osaka University his B.S. in 1987, his M.S. in 1989, and his Dr.Sci., advised by Gen Komatsu, in 1994 with dissertation The second variation of the Bergman... |
Wikipedia:Kenneth Pennycuick#0 | Dr. Kenneth Pennycuick (28 May 1911 – 16 January 1995) was a British philatelist who was added to the Roll of Distinguished Philatelists in 1980. He was president and later chairman of the Society of Postal Historians. Pennycuick was a specialist in the philately of East Africa. == References == |
Wikipedia:Kenneth Walters#0 | Kenneth Walters (14 September 1934 – 28 March 2022) was a British mathematician and rheologist. He was a Distinguished Research Professor at the Institute Of Mathematics, Physics and Computer Science of the Aberystwyth University. == Education == Walters earned his PhD from the University of Swansea in 1959 under the s... |
Wikipedia:Kent Mathematics Project#0 | The Kent Mathematics Project (K.M.P.) was an educational system for teaching mathematics to 9-16 year olds. The system comprised task worksheets, booklets, audio compact cassettes and tests. Through the 1970s and 1980s, it was widely adopted in Kent schools, as well as being exported internationally. The system was bas... |
Wikipedia:Kepler–Bouwkamp constant#0 | In plane geometry, the Kepler–Bouwkamp constant (or polygon inscribing constant) is obtained as a limit of the following sequence. Take a circle of radius 1. Inscribe a regular triangle in this circle. Inscribe a circle in this triangle. Inscribe a square in it. Inscribe a circle, regular pentagon, circle, regular hexa... |
Wikipedia:Kerala Mathematical Association#0 | Kerala Mathematical Association is an organisation established in 1962 to serve the mathematical community comprising students, teachers and researchers inside Kerala and outside. It has a membership of around 1000 of which nearly half are life members and about 300 are from outside Kerala and outside India. == Overvie... |
Wikipedia:Kerala School of Mathematics, Kozhikode#0 | The Kerala School of Mathematics (KSoM) in Kozhikode, India is a research institute in Theoretical sciences with a focus on Mathematics. The institute is a joint venture of the Department of Atomic Energy (DAE) and the Kerala State Council for Science, Technology and Environment (KSCSTE). Kerala School of Mathematics i... |
Wikipedia:Kerala school of astronomy and mathematics#0 | The Kerala school of astronomy and mathematics or the Kerala school was a school of mathematics and astronomy founded by Madhava of Sangamagrama in Tirur, Malappuram, Kerala, India, which included among its members: Parameshvara, Neelakanta Somayaji, Jyeshtadeva, Achyuta Pisharati, Melpathur Narayana Bhattathiri and Ac... |
Wikipedia:Kernel (algebra)#0 | In algebra, the kernel of a homomorphism (function that preserves the structure) is generally the inverse image of 0 (except for groups whose operation is denoted multiplicatively, where the kernel is the inverse image of 1). An important special case is the kernel of a linear map. The kernel of a matrix, also called t... |
Wikipedia:Kernel (linear algebra)#0 | In mathematics, the kernel of a linear map, also known as the null space or nullspace, is the part of the domain which is mapped to the zero vector of the co-domain; the kernel is always a linear subspace of the domain. That is, given a linear map L : V → W between two vector spaces V and W, the kernel of L is the vect... |
Wikipedia:Kernel (set theory)#0 | In set theory, the kernel of a function f {\displaystyle f} (or equivalence kernel) may be taken to be either the equivalence relation on the function's domain that roughly expresses the idea of "equivalent as far as the function f {\displaystyle f} can tell", or the corresponding partition of the domain. An unrelated ... |
Wikipedia:Kerstin Jordaan#0 | Kerstin Heidrun Jordaan is a South African mathematician whose research interests include special functions and orthogonal polynomials. She is a professor in the Department of Decision Sciences at the University of South Africa, the executive director of the South African Mathematics Foundation, and the former presiden... |
Wikipedia:Keti Tenenblat#0 | Keti Tenenblat (born 27 November 1944) is a Turkish-Brazilian mathematician working on Riemannian geometry, the applications of differential geometry to partial differential equations, and Finsler geometry. Together with Chuu-Lian Terng, she generalized Backlund theorem to higher dimensions. == Education == Tenenblat w... |
Wikipedia:Kevin M. Short#0 | Kevin M. Short (born June 23, 1963) is an American mathematician and entrepreneur. He is a professor of Applied Mathematics at the University of New Hampshire. He is also co-founder and Chief Technology Officer (CTO) at Setem Technologies, in Newbury, Massachusetts. Since 1994, when he began at UNH, Short's academic re... |
Wikipedia:Khachatur Khachatryan#0 | Khachatur Khachatryan (Armenian: Խաչատուր Աղավարդի Խաչատրյան), (1 July 1982, Armenia) is an Armenian scientist and mathematician. == Early life and education == Khachatur Khachatryan was born on July 1, 1982, in Yerevan, Armenia. In 1998 graduated from Phys. math. school No. 1 named after A. Shahinyan with honors. He g... |
Wikipedia:Khairulla Murtazin#0 | Murtazin Khairulla Khabibullovich (Russian: Муртазин Хайрулла Хабибуллович; 4 January 1941 – 17 November 2016) was a Russian mathematician. Since 1978 he has been the Head of the Chair of Mathematical analysis Bashkir State University. == Biography == Murtazin was born in the village Aznash in Uchalinsky District, now ... |
Wikipedia:Khinchin's constant#0 | In number theory, Khinchin's constant is a mathematical constant related to the simple continued fraction expansions of many real numbers. In particular Aleksandr Yakovlevich Khinchin proved that for almost all real numbers x, the coefficients ai of the continued fraction expansion of x have a finite geometric mean tha... |
Wikipedia:Khintchine inequality#0 | The Khintchine inequality, is a result in probability also frequently used in analysis bounding the expectation a weighted sum of Rademacher random variables with square-summable weights. It is named after Aleksandr Khinchin and spelled in multiple ways in the Latin alphabet. It states that for each p ∈ ( 0 , ∞ ) {\dis... |
Wikipedia:Ki-Hang Kim#0 | Ki-Hang Kim (Korean: 김기항; 5 August 1936 – 15 January 2009), also known as Kim Ki-Hang Butler, Hang Kim, Keyhany Keem, or Kim Ki-Hang was a Korean-American Mathematician and Alabama State University professor known for his contributions in semigroups, Boolean matrices, and Social Sciences. He frequently co-wrote with Fr... |
Wikipedia:Kieka Mynhardt#0 | Christina Magdalena (Kieka) Mynhardt (née Steyn; born 1953) is a South African born Canadian mathematician known for her work on dominating sets in graph theory, including domination versions of the eight queens puzzle. She is a professor of mathematics and statistics at the University of Victoria in Canada. == Educati... |
Wikipedia:Kiiti Morita#0 | Kiiti Morita (森田 紀一, Morita Kiichi, February 11, 1915 – August 4, 1995) was a Japanese mathematician working in algebra and topology. Morita was born in 1915 in Hamamatsu, Shizuoka Prefecture and graduated from the Tokyo Higher Normal School in 1936. Three years later he was appointed assistant at the Tokyo University ... |
Wikipedia:Kim-Chuan Toh#0 | Kim-Chuan Toh is a Singaporean mathematician, and Leo Tan Professor in Science at the National University of Singapore (NUS). He is known for his contributions to the theory, practice, and application of convex optimization, especially semidefinite programming and conic programming. == Education == Toh received BSc (Ho... |
Wikipedia:King's College London Mathematics School#0 | King's College London Mathematics School, also known as King's Maths School or KCLMS, is a maths school located in the Lambeth area of London, England. King's College London Mathematics School is run in partnership with King's College London. The school was inspired by the Kolmogorov Physics and Mathematics School in M... |
Wikipedia:Kirchhoff's theorem#0 | In the mathematical field of graph theory, Kirchhoff's theorem or Kirchhoff's matrix tree theorem named after Gustav Kirchhoff is a theorem about the number of spanning trees in a graph, showing that this number can be computed in polynomial time from the determinant of a submatrix of the graph's Laplacian matrix; spec... |
Wikipedia:Kirilo Bojović#0 | Kirilo Bojović (Serbian Cyrillic: Кирило Бојовић; 4 February 1969) is the ruling bishop of the Serbian Orthodox Church abroad with parishes and missions throughout South and Central America, known as the Serbian Orthodox Eparchy of Buenos Aires and South America. == Biography == He was born in Podgorica in Montenegro o... |
Wikipedia:Kirsi Peltonen#0 | Kirsi Peltonen is a Finnish mathematician whose research interests include differential geometry and the connections between mathematics and art. She is a Senior University Lecturer in the Department of Mathematics and Systems Analysis at Aalto University, and a docent at the University of Helsinki. Her work has includ... |
Wikipedia:Kirsten Morris#0 | Kirsten Anna Morris (born 1960) is a Canadian applied mathematician specializing in control theory, including work on flexible structures, smart materials, hysteresis, and infinite-dimensional optimization. She is a professor at the University of Waterloo, the former chair of the Society for Industrial and Applied Math... |
Wikipedia:Kirsten Wickelgren#0 | Kirsten Graham Wickelgren is an American mathematician whose research interests range over multiple areas including algebraic geometry, algebraic topology, arithmetic geometry, and anabelian geometry. She is a professor of mathematics at Duke University. == Education and career == Wickelgren was one of the finalists in... |
Wikipedia:Kiyoshi Oka#0 | Kiyoshi Oka (岡 潔, Oka Kiyoshi, April 19, 1901 – March 1, 1978) was a Japanese mathematician who did fundamental work in the theory of several complex variables. == Biography == Oka was born in Osaka. He went to Kyoto Imperial University in 1919, turning to mathematics in 1923 and graduating in 1924. He was in Paris for... |
Wikipedia:Knaster–Kuratowski–Mazurkiewicz lemma#0 | Kazimierz Kuratowski (Polish pronunciation: [kaˈʑimjɛʂ kuraˈtɔfskʲi]; 2 February 1896 – 18 June 1980) was a Polish mathematician and logician. He was one of the leading representatives of the Warsaw School of Mathematics. He worked as a professor at the University of Warsaw and at the Mathematical Institute of the Poli... |
Wikipedia:Knaster–Tarski theorem#0 | In the mathematical areas of order and lattice theory, the Knaster–Tarski theorem, named after Bronisław Knaster and Alfred Tarski, states the following: Let (L, ≤) be a complete lattice and let f : L → L be an order-preserving (monotonic) function w.r.t. ≤. Then the set of fixed points of f in L forms a complete latti... |
Wikipedia:Kneser's theorem (differential equations)#0 | In mathematics, the Kneser theorem can refer to two distinct theorems in the field of ordinary differential equations: the first one, named after Adolf Kneser, provides criteria to decide whether a differential equation is oscillating or not; the other one, named after Hellmuth Kneser, is about the topology of the set ... |
Wikipedia:Knut Sydsæter#0 | Knut Sydsæter (5 October 1937 – 29 September 2012) was a Norwegian mathematician. Professor of Mathematics at the University of Oslo. He is known for having written several books in mathematics for economic analysis, mainly in Norwegian and English. However, his books have been released in several other languages such ... |
Wikipedia:Kochukrishnan Asan#0 | Koccukṛṣṇan Āśān (Kṛṣṇadāsa) (1756 - 1812) was an astronomer/astrologer from Kerala, India. He was born in the Neṭuṃpayil family in Thiruvalla in Kerala as the son of an erudite astrologer Rāman Āśān. Kṛṣṇadāsa studied astronomy and astrology initially under his father and later from his teacher Śūlapāṇi Vāriyar of Koz... |
Wikipedia:Koecher–Vinberg theorem#0 | Ernest Borisovich Vinberg (Russian: Эрне́ст Бори́сович Ви́нберг; 26 July 1937 – 12 May 2020) was a Soviet and Russian mathematician, who worked on Lie groups and algebraic groups, discrete subgroups of Lie groups, invariant theory, and representation theory. He introduced Vinberg's algorithm and the Koecher–Vinberg the... |
Wikipedia:Kokichi Sugihara#0 | Kōkichi Sugihara (Japanese: 杉原厚吉, born June 29, 1948, in Gifu Prefecture) is a Japanese mathematician and artist known for his three-dimensional optical illusions that appear to make marbles roll uphill, pull objects to the highest point of a building's roof, and make circular pipes look rectangular. His illusions, whi... |
Wikipedia:Kolakoski sequence#0 | In mathematics, the Kolakoski sequence, sometimes also known as the Oldenburger–Kolakoski sequence, is an infinite sequence of symbols {1,2} that is the sequence of run lengths in its own run-length encoding. It is named after the recreational mathematician William Kolakoski (1944–97) who described it in 1965, but it w... |
Wikipedia:Kolmogorov–Arnold representation theorem#0 | In real analysis and approximation theory, the Kolmogorov–Arnold representation theorem (or superposition theorem) states that every multivariate continuous function f : [ 0 , 1 ] n → R {\displaystyle f\colon [0,1]^{n}\to \mathbb {R} } can be represented as a superposition of continuous single-variable functions. The w... |
Wikipedia:Komlós' theorem#0 | Komlós' theorem is a theorem from probability theory and mathematical analysis about the Cesàro convergence of a subsequence of random variables (or functions) and their subsequences to an integrable random variable (or function). It's also an existence theorem for an integrable random variable (or function). There exi... |
Wikipedia:Konrad Osterwalder#0 | In quantum field theory, the Wightman distributions can be analytically continued to analytic functions in Euclidean space with the domain restricted to ordered n-tuples in R d {\displaystyle \mathbb {R} ^{d}} that are pairwise distinct. These functions are called the Schwinger functions (named after Julian Schwinger) ... |
Wikipedia:Konstantin Ardakov#0 | Konstantin Ardakov (born 1979) is professor of pure mathematics at the Mathematical Institute, University of Oxford and fellow and tutor in mathematics at Brasenose College, Oxford. After education at the University of Oxford and the University of Cambridge, he held positions at Cambridge, the University of Sheffield, ... |
Wikipedia:Konstantin Khanin#0 | Konstantin "Kostya" Mikhailovich Khanin (Russian: Константин Михайлович Ханин) is a Russian mathematician and physicist. He served as the chair of the Department of Mathematical and Computational Sciences at the University of Toronto Mississauga. == Background == Khanin received his PhD from the Landau Institute of The... |
Wikipedia:Konstantin Malkov#0 | Malkov (masculine, Russian: Малков) or Malkova (feminine, Russian: Малкова) is a Russian surname. Notable people with the surname include: Anatoli Malkov (born 1981), Russian soccer player Igor Malkov (born 1965), Russian speedskater Konstantin Malkov, American mathematician and businessman Mia Malkova (born 1992), Ame... |
Wikipedia:Konstantin Posse#0 | Konstantin Alexandrovich Posse (Russian: Константин Александрович Поссе; September 29, 1847 – August 24, 1928) was a Russian mathematician known for contributions to analysis and in particular approximation theory. Veniamin Kagan and D. D. Morduhai-Boltovskoi were among his students. == Selected publications == Possé, ... |
Wikipedia:Konstantin Semendyayev#0 | Konstantin Adolfovich Semendyayev (Russian: Константин Адольфович Семендяев; 9 December 1908, Simferopol – 15 November 1988, Moscow) was a Soviet engineer and applied mathematician. He worked in the department of applied mathematics of the Steklov Institute in Moscow. He carried out pioneering work in the area of numer... |
Wikipedia:Konstantina Trivisa#0 | Konstantina Trivisa is a Greek-American applied mathematician whose research involves nonlinear partial differential equations, fluid dynamics, and the mathematical modeling of flocking. She is a professor of mathematics at the University of Maryland, College Park, where she directs the Institute for Physical Science &... |
Wikipedia:Kos (unit)#0 | The kos (Hindi: कोस), also spelled coss, koss, kosh, koh(in Punjabi), krosh, and krosha, is a unit of measurement which is derived from a Sanskrit term, क्रोश krośa, which means a 'call', as the unit was supposed to represent the distance at which another human could be heard. It is an ancient Indian subcontinental sta... |
Wikipedia:Kosaburo Hashiguchi#0 | Kosaburo Hashiguchi (橋口 攻三郎, Hashiguchi Kōsaburō) is a Japanese mathematician and computer scientist at the Toyohashi University of Technology and Okayama University, known for his research in formal language theory. In 1988, he found the first algorithm to determine the star height of a regular language, a problem tha... |
Wikipedia:Kostka number#0 | In mathematics, the Kostka number K λ μ {\displaystyle K_{\lambda \mu }} (depending on two integer partitions λ {\displaystyle \lambda } and μ {\displaystyle \mu } ) is a non-negative integer that is equal to the number of semistandard Young tableaux of shape λ {\displaystyle \lambda } and weight μ {\displaystyle \mu }... |
Wikipedia:Kostka polynomial#0 | In mathematics, Kostka polynomials, named after the mathematician Carl Kostka, are families of polynomials that generalize the Kostka numbers. They are studied primarily in algebraic combinatorics and representation theory. The two-variable Kostka polynomials Kλμ(q, t) are known by several names including Kostka–Foulke... |
Wikipedia:Koszul algebra#0 | In abstract algebra, a Koszul algebra R {\displaystyle R} is a graded k {\displaystyle k} -algebra over which the ground field k {\displaystyle k} has a linear minimal graded free resolution, i.e., there exists an exact sequence: ⋯ → ( R ( − i ) ) b i → ⋯ → ( R ( − 2 ) ) b 2 → ( R ( − 1 ) ) b 1 → R → k → 0. {\displayst... |
Wikipedia:Kraków School of Mathematics#0 | The Kraków School of Mathematics (Polish: krakowska szkoła matematyczna) was a subgroup of the Polish School of Mathematics represented by mathematicians from the Kraków universities—Jagiellonian University, and the AGH University of Science and Technology–active during the interwar period (1918–1939). Their areas of s... |
Wikipedia:Kraków School of Mathematics and Astrology#0 | The Kraków School of Mathematics and Astrology (Polish: krakowska szkoła matematyczna i astrologiczna) was an influential mid-to-late-15th-century group of mathematicians and astrologers at the University of Kraków (later Jagiellonian University). == Notable members == Jan of Głogów (1445–1507), author of widely recogn... |
Wikipedia:Krein's condition#0 | In mathematical analysis, Krein's condition provides a necessary and sufficient condition for exponential sums { ∑ k = 1 n a k exp ( i λ k x ) , a k ∈ C , λ k ≥ 0 } , {\displaystyle \left\{\sum _{k=1}^{n}a_{k}\exp(i\lambda _{k}x),\quad a_{k}\in \mathbb {C} ,\,\lambda _{k}\geq 0\right\},} to be dense in a weighted L2 ... |
Wikipedia:Kripa Shankar Shukla#0 | Kripa Shankar Shukla (10 July 1918 - 22 September 2007) was a historian of Indian mathematics. He was awarded the DLitt degree by Lucknow University in 1955 for his thesis on “Astronomy in the Seventh Century India: Bhāskara I and His Works” which was completed under the guidance of A. N. Singh. He retired in 1979. Shu... |
Wikipedia:Kristen Nygaard#0 | Kristen Nygaard (27 August 1926 – 10 August 2002) was a Norwegian computer scientist, programming language pioneer, and politician. Internationally, Nygaard is acknowledged as the co-inventor of object-oriented programming and the programming language Simula with Ole-Johan Dahl in the 1960s. Nygaard and Dahl received t... |
Wikipedia:Kristian B. Dysthe#0 | Kristian Barstad Dysthe (16 September 1937 – 30 July 2023) was a Norwegian mathematician. == Biography == Dysthe took the cand.real. degree at the University of Bergen in 1962, and the dr.philos. degree in 1972. He became professor in applied mathematics at the University of Tromsø in 1972, and at the University of Ber... |
Wikipedia:Kristian Seip#0 | Hans Kristian Seip (6 November 1881 - 25 March 1945) was a Norwegian road engineer and politician for the Liberal Party. He spent most of his professional career in the Norwegian Public Roads Administration. As a politician he was Mayor of Bergen and County Governor of Sogn og Fjordane, and served two terms in the Norw... |
Wikipedia:Kristina Vušković#0 | Kristina L. Vušković (Serbian: Кристина Л. Вушковић, born 6 May 1967) is a Serbian mathematician and theoretical computer scientist working in graph theory. She is Professor in Algorithms and Combinatorics in the School of Computing at the University of Leeds, and a professor of computer science at Union University (Se... |
Wikipedia:Kriyakramakari#0 | Kriyakramakari (Kriyā-kramakarī) is an elaborate commentary in Sanskrit written by Sankara Variar and Narayana, two astronomer-mathematicians belonging to the Kerala school of astronomy and mathematics, on Bhaskara II's well-known textbook on mathematics Lilavati. Kriyakramakari ('Operational Techniques'), along with Y... |
Wikipedia:Kronecker coefficient#0 | In mathematics, Kronecker coefficients gλμν describe the decomposition of the tensor product (= Kronecker product) of two irreducible representations of a symmetric group into irreducible representations. They play an important role in algebraic combinatorics and geometric complexity theory. They were introduced by Mur... |
Wikipedia:Kronecker substitution#0 | Kronecker substitution is a technique named after Leopold Kronecker for determining the coefficients of an unknown polynomial by evaluating it at a single value. If p(x) is a polynomial with integer coefficients, and x is chosen to be both a power of two and larger in magnitude than any of the coefficients of p, then t... |
Wikipedia:Kronecker sum of discrete Laplacians#0 | In mathematics, the Kronecker sum of discrete Laplacians, named after Leopold Kronecker, is a discrete version of the separation of variables for the continuous Laplacian in a rectangular cuboid domain. == General form of the Kronecker sum of discrete Laplacians == In a general situation of the separation of variables ... |
Wikipedia:Krull's separation lemma#0 | In abstract algebra, Krull's separation lemma is a lemma in ring theory. It was proved by Wolfgang Krull in 1928. == Statement of the lemma == Let I {\displaystyle I} be an ideal and let M {\displaystyle M} be a multiplicative system (i.e. M {\displaystyle M} is closed under multiplication) in a ring R {\displaystyle R... |
Wikipedia:Krull's theorem#0 | In mathematics, and more specifically in ring theory, Krull's theorem, named after Wolfgang Krull, asserts that a nonzero ring has at least one maximal ideal. The theorem was proved in 1929 by Krull, who used transfinite induction. The theorem admits a simple proof using Zorn's lemma, and in fact is equivalent to Zorn'... |
Wikipedia:Krull–Akizuki theorem#0 | In commutative algebra, the Krull–Akizuki theorem states the following: Let A be a one-dimensional reduced noetherian ring, K its total ring of fractions. Suppose L is a finite extension of K. If A ⊂ B ⊂ L {\displaystyle A\subset B\subset L} and B is reduced, then B is a noetherian ring of dimension at most one. Furthe... |
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