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https://mathematica.stackexchange.com/questions/157697/how-to-construct-infix-operator-with-usual-behavior
# How to construct infix operator with usual behavior? I am trying to define my own infix operator and having problems with strung-together evaluation. The code below is a simple example. What I would like is to have the operator treated associatively, but that fails. (* define our own dot product *) x_⊙y_ := x.y (...
2019-10-20T17:53:02
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https://socratic.org/questions/how-do-you-use-the-first-derivative-test-to-find-the-local-max-and-local-min-val
# How do you use the first derivative test to find the local max and local min values of f(x)= -x^3 + 12x? Apr 16, 2016 For local minimum and maximum values the derivative is equal to zero. #### Explanation: Given $f \left(x\right) = - {x}^{3} + 12 x$ The first derivative is $\textcolor{w h i t e}{\text{XXX}} f ' ...
2021-09-19T22:27:24
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https://mn.khanacademy.org/math/algebra-basics/basic-alg-foundations/alg-basics-roots/v/rewriting-square-root-of-fraction
If you're seeing this message, it means we're having trouble loading external resources on our website. Хэрэв та вэб шүүлтүүртэй газар байгаа бол домэйн нэрийг *.kastatic.org and *.kasandbox.org блоклосон эсэхийг нягтална уу. Үндсэн товъёог # Simplifying square roots of fractions ## Video transcript - [Voiceover] ...
2022-08-12T17:29:34
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http://talus.maths.usyd.edu.au/u/pubs/publist/preprints/2013/hillman-21.html
## Sections of surface bundles ### Jonathan A. Hillman #### Abstract A bundle with base $$B$$ and fibre $$F$$ aspherical closed surfaces has a section if and only if the action $$:\pi_1(B)\to{Out}(\pi_1(F))$$ factors through $$Aut(\pi_1(F))$$ and a cohomology class is 0. We simplify and make more explicit the latter...
2017-09-23T18:07:48
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https://www.pankajtanwar.in/code/decode-xored-array
Pankaj Tanwar Published on # Decode XORed Array. Authors Problem of the day - Decode XORed Array Tag - Easy. There is a hidden integer array arr that consists of n non-negative integers. It was encoded into another integer array encoded of length n - 1, such that encoded[i] = arr[i] XOR arr[i + 1]. For example, i...
2021-10-24T10:11:38
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https://mathoverflow.net/questions/165559/calculate-the-discrete-set-of-points-b-which-are-in-the-convex-hull-of-the-set-o
# Calculate the discrete set of points B which are in the convex hull of the set of points A This problem is likely best described with the following picture: Given the discrete set of points $A$ (shown in blue), I wish to calculate the discrete set of points that are contained within the convex hull of set $A$, prod...
2020-10-26T04:11:48
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https://scholarworks.calstate.edu/catalog?f%5Bcreator_sim%5D%5B%5D=Dumitrescu%2C+Adrian&locale=en&sort=system_modified_dtsi+desc
Filtering by: ## Search Results • Article Gerbner, Dániel Given n points in the plane, a covering path is a polygonal path that visits all the points. If no three points are collinear, every covering path requires at least n/2 segments, and n−1 straight line segments obviously suffice even if the covering pa . . . • ...
2021-03-06T03:12:37
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https://www.gradesaver.com/textbooks/math/calculus/university-calculus-early-transcendentals-3rd-edition/chapter-8-section-8-2-trigonometric-integrals-exercises-page-434/48
## University Calculus: Early Transcendentals (3rd Edition) $$\int\cot^62xdx=-\frac{\cot^52x}{10}+\frac{\cot^32x}{6}-\frac{\cot2x}{2}-x+C$$ $$A=\int\cot^62xdx=\frac{1}{2}\int\cot^62xd(2x)$$ $$A=\frac{1}{2}\int\cot^6ada$$ (set $2x=a$) $$A=\frac{1}{2}\int\cot^2a(\cot^2a)^2da$$ $$A=\frac{1}{2}\int\cot^2a(\csc^2a-1)^2da$$...
2021-05-11T01:17:01
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http://quant.stackexchange.com/tags/monte-carlo/hot?filter=year
# Tag Info 6 It really, really, really depends on your parameters, i.e. $r$, $\sigma$, $K$, $T$, $S_0$. For example, here are some results from implementing the stopping criteria I explain in my answer here. These are the number of iterations requires in order for there to be an approximate 0.95 probability that the ...
2016-07-26T08:22:38
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https://math.stackexchange.com/questions/2384093/lim-x-rightarrow-0-fx-l-exists-does-it-follow-that-f0-exists
# $\lim_{x \rightarrow 0} f'(x) = L$ exists, does it follow that $f'(0)$ exists? [duplicate] The question is the following: Assume $f: \mathbb{R} \rightarrow \mathbb{R}$ is continuous, and for all $x \neq 0$, $f'(x)$ exists. If $\lim_{x \rightarrow 0} f'(x) = L$ exists, does it follow that $f'(0)$ exists? My intuitio...
2019-05-25T09:51:34
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https://www.quizover.com/course/section/clearing-posts-of-equal-height-by-openstax
# 5.2 Features of projectile motion  (Page 5/7) Page 5 / 7 ## Situations involving projectile motion There are classic situations relating to the projectile motion, which needs to be handled with appropriate analysis. We have quite a few ways to deal with a particular situation. It is actually the nature of problem...
2018-07-22T06:59:36
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https://www.jiskha.com/questions/1589505/state-the-quadrant-in-which-theta-lies-sin-theta-0-and-cos-theta-0-how-can-i
Trigonometry State the quadrant in which theta lies. sin(theta) > 0 and cos(theta) > 0 How can I determine this? Please explain. 1. 👍 0 2. 👎 0 3. 👁 933 1. just recall the definition of the trig functions, in terms of a standard triangle. sin = y/r cos = x/r tan = y/x since r is always positive, you just need t...
2020-10-21T07:14:56
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https://www.cheenta.com/rmo-2019-solutions/
Select Page # RMO 2019 solutions with sequential hints Regional Mathematics Olympiad, India (RMO) 2019… try the problems. We give sequential hints leading up to complete solution. ## Problems in Regional Math Olympiad 2019 (this is being updated continually… stay tuned) 1. Suppose x is a non zero real number such t...
2020-04-08T17:21:07
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https://www.signification-des-reves.org/assassin-s-uub/archive.php?1400a7=transform%C3%A9e-de-fourier-discr%C3%A8te-python
# transformée de fourier discrète python EP0207859B1 EP19860401424 EP86401424A EP0207859B1 EP 0207859 B1 EP0207859 B1 EP 0207859B1 EP 19860401424 EP19860401424 EP 19860401424 EP 86401424 A EP86401424 A EP 86401424A EP 0207859 B1 EP0207859 B1 EP … … How do you computationally do a Fourier transform? … Computes the Disc...
2021-06-14T21:35:04
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https://curriculum.illustrativemathematics.org/HS/teachers/2/6/index.html
# Geo.6 Coordinate Geometry This unit brings together students’ experience from previous years with their new understanding from this course for an in-depth study of coordinate geometry. Students encounter a new coordinate transformation notation such as $$(x,y) \rightarrow (x+3, y+1)$$, which connects transformations...
2022-01-18T13:16:06
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http://mathhelpforum.com/math-challenge-problems/9224-quickie-2-a.html
# Math Help - Quickie #2 1. ## Quickie #2 Solve: . $\sqrt[3]{6x + 28} - \sqrt[3]{6x - 28} \:=\:2$ 2. This is some wacky thing, Soroban, or does it supposed to have a viable answer. If so, I got -6 and 6 3. Originally Posted by Soroban Solve: . $\sqrt[3]{6x + 28} - \sqrt[3]{6x - 28} \:=\:2$ $\begin{array}{l} \sqr...
2016-05-29T04:21:58
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https://math.stackexchange.com/questions/2686635/how-does-the-stereographic-map-from-s2-to-mathbb-r2-induce-a-metric-o
How does the stereographic map from $S^{2}$ to $\mathbb R^2$ “induce” a metric on $\mathbb R^2$ Let $S^2\subset\mathbb{E}^3$ be a sphere with radius $1$ and center $(0,0,1)$ in cartesian coordinates. The northpole is point $(0,0,2)$ on the sphere and $Oxy$ is the $xy$-plane. Let $\pi:S^2\setminus N \to Oxy$ be a stere...
2019-06-19T11:01:23
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https://math.stackexchange.com/questions/2382225/find-the-number-of-seven-letter-words-that-use-letters-from-the-set-alpha
# Find the number of seven-letter words that use letters from the set $\{\alpha, \beta, \gamma\}$ Find the number of seven-letter words that use letters from the set $\{\alpha, \beta, \gamma\}$ and contain at least one $\alpha$ and at least two $\beta$'s. I posted a similar problem before, in which one had to find th...
2019-08-23T05:15:44
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https://mathoverflow.net/questions/427957/non-desarguesian-finite-projective-planes-with-%E2%89%A43-non-collinear-chosen-points
# Non-Desarguesian finite projective planes with ≤3 (non-collinear) chosen points, and coordinatisation It is well-known that an arbitrary projective plane can have very different symmetry group to a field plane. In particular, the symmetries are not transitive on the set of fundamental quadrangles. This corresponds t...
2022-08-15T03:58:25
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https://www.or-exchange.org/questions/6115/please-help-linear-regression-how-do-i-compute-the-t-values-for-the-beta-coefficients-a-design-matrix-with-less-than-full-rank
# Please Help! Linear Regression: How do I compute the t-values for the beta coefficients a design matrix with less than full rank? 2 Is there a way to calculate the standard error estimates and t-values of my beta coefficients if my matrix does not have full rank and therefore is not invertible? I am writing a scrip...
2020-09-26T05:11:55
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https://hackage.haskell.org/package/Agda-2.6.0/docs/Agda-TypeChecking-Rules-Builtin-Coinduction.html
Agda-2.6.0: A dependently typed functional programming language and proof assistant Agda.TypeChecking.Rules.Builtin.Coinduction Description Handling of the INFINITY, SHARP and FLAT builtins. Synopsis Documentation The type of ∞. The type of ♯_. The type of ♭. Binds the INFINITY builtin, but does not change the...
2021-06-18T15:49:11
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https://www.techwhiff.com/issue/what-is-article-16-of-south-africa-s-bill-of-rights--469472
# What is article 16 of south africa's bill of rights and whether the media reflects it when reporting ###### Question: what is article 16 of south africa's bill of rights and whether the media reflects it when reporting ### Jason has to finish the 40% of an art project that Has taken him a total of two hours so far...
2023-01-28T20:22:52
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http://mathhelpforum.com/calculus/85302-triple-integral-take-2-a.html
# Math Help - Triple integral take 2 1. ## Triple integral take 2 Evaluate $\int_0^{\infty} \int_0^{\infty} \int_0^{\infty} \frac{1}{(1+x^2+y^2+z^2)^2} \ dx \ dy \ dz$. This is pretty swish! Here's what i've done: $\int_0^{\infty} \int_0^{\infty} \int_0^{\infty} \frac{1}{(1+x^2+y^2+z^2)^2} \ dx \ dy \ dz=\int_0^{\in...
2014-09-01T23:31:50
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https://www.shaalaa.com/concept-notes/kepler-s-laws_3888
ISC (Commerce) Class 11CISCE Share # Kepler’S Laws ### KEPLER’S LAWS The three laws of Kepler can be stated as follows: Kepler’s First law (Law of orbits):- All planets move in elliptical orbits with the Sun situated at one of the foci of the ellipse. Kepler’s 1st law Vs. Copernicus Model • According to Copernicu...
2020-01-23T13:39:29
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https://alg1blog.wordpress.com/2012/07/29/defining-new-symbols/
# Defining new symbols Park Math’s curriculum has a whole series of problems that ask students to define new symbols and understand their properties. They aren’t really interested in helping students learn about the commutative and associative properties, though these things do come up in the set of problems.  What I’...
2017-10-22T13:25:08
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https://nrich.maths.org/1950
### Old Nuts In turn 4 people throw away three nuts from a pile and hide a quarter of the remainder finally leaving a multiple of 4 nuts. How many nuts were at the start? ### Some Cubes The sum of the cubes of two numbers is 7163. What are these numbers? ### Em'power'ed Find the smallest numbers a, b, and c such t...
2020-07-08T22:34:18
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https://www.parabola.unsw.edu.au/2010-2019/volume-51-2015/issue-1/article/solutions-problems-1461-1470
# Solutions to Problems 1461 - 1470 Q1461 As in problems 1442 and 1452, a particle is projected from one corner of a $2014\times1729$ rectangle. This time, however, the particle is projected at an angle of $30^\circ$ above the horizontal.
2021-01-25T14:02:36
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https://docs.wiris.com/quizzes/en/validation-options.html
# Validation Options When defining a WirisQuizzes question's correct answer, it's essential to decide which validation criteria we want to compare the student's response with. It also involves the precision and tolerance for which numbers are treated throughout the whole question. Firstly, you need to define how deci...
2022-10-03T04:17:30
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https://yzsprz.zorgelooswinkelen.nl/latex-system-of-equations.html
8k vr codec # Latex system of equations how to sync logseq suncoast caravans reviews drum soundfonts sf2 truenas import zfs pool robocopy run as system 163 topics from our community Topic Replies Last post martin ganz fiance 736 unifi upnp secure mode thingiverse facehugger 4,148 advantages of lin over can powershel...
2022-12-07T17:36:56
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https://igraph.org/r/html/1.3.4/sample_sphere_surface.html
# R igraph manual pages Use this if you are using igraph from R sample_sphere_surface {igraph} R Documentation ## Sample vectors uniformly from the surface of a sphere ### Description Sample finite-dimensional vectors to use as latent position vectors in random dot product graphs ### Usage sample_sphere_surface...
2022-08-12T05:07:41
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https://www.zbmath.org/?q=an%3A0958.05076
zbMATH — the first resource for mathematics On-line ranking number for cycles and paths. (English) Zbl 0958.05076 Summary: A $$k$$-ranking of a graph $$G$$ is a colouring $$\varphi: V(G)\to \{1,\dots, k\}$$ such that any path in $$G$$ with endvertices $$x$$, $$y$$ fulfilling $$\varphi(x)= \varphi(y)$$ contains an inte...
2021-09-16T22:27:06
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https://jasonmaths.wordpress.com/2013/05/02/classical-mechanics-formulations-part-2/
# Classical Mechanics formulations (Part 2) Last time I mentioned looking at two functions, $M(p,\dot p)$ and $J(\dot q,\dot p)$ that would ideally carry all the data needed to solve certain types of problems in classical mechanics. In the case of $M$, I conjectured that equations analogous to the Lagrange equations o...
2018-04-25T23:32:00
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https://infoscience.epfl.ch/record/143870/export/hm
000143870 001__ 143870 000143870 005__ 20181203021808.0 000143870 037__ $$aARTICLE 000143870 245__$$aA general framework for homotopic descent and codescent 000143870 336__ $$aJournal Articles 000143870 520__$$aIn this paper we elaborate a general homotopy-theoretic framework in which to study problems of descent and c...
2019-04-25T18:29:39
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https://zbmath.org/?q=an:1463.46017
## The universal Banach space with a $$K$$-suppression unconditional basis.(English)Zbl 1463.46017 Commentat. Math. Univ. Carol. 59, No. 2, 195-206 (2018); corrigendum ibid. 61, No. 1, 127-128 (2020). Summary: Using the technique of Fraïssé theory, for every constant $$K\geq 1$$, we construct a universal object $$\mat...
2023-03-24T06:43:09
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https://math.stackexchange.com/questions/1942590/a-set-in-the-extended-real-numbers-that-has-no-supremum
# A set in the extended real numbers that has no supremum In baby Rudin, it is proved that if an ordered set that includes the integers Z has the Least Upper Bound Property, then it is archimedean. That is, if every nonempty set that is bounded above has a least upper bound, then for every x $\in$ R, $\exists$ n $\in$...
2019-08-17T11:30:40
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https://math.stackexchange.com/questions/2392087/can-any-neutrix-be-written-as-a-countable-intersection-or-union-of-internal-sets
# Can any Neutrix be written as a countable intersection or union of internal sets? (IST) I need help understanding a counter-example in non-standard analysis. First a few preliminaries: Def.: A Neutrix is a convex additive subgroup of the hyperreals ${}^*\mathbb R$. The two simplest examples of non-trivial neutrice...
2019-06-19T01:37:51
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https://www.physicsforums.com/threads/rotational-question.391462/
# Rotational Question ## Homework Statement An astronaut on the surface of the Moon fires a cannon to launch an experiment package, which leaves the barrel moving horizontally. Assume that the free-fall acceleration on the Moon is one-sixth that on the Earth. Radius of moon = 1.74 * 10^6 m a) What must be the muzzle ...
2021-05-15T20:27:02
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http://research.sourcebyte.com/blog/vectors-and-matrices/
# Vectors and Matrices When we wish to express a quantity we use a number, however, many times it is useful to to describe ideas that are more complex than a single quantity, such as direction or a sequence. A vector is a mathematical structure consisting of an array of elements, typically written as , or , or simply ...
2017-04-25T00:47:37
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https://www.researching.cn/articles/OJc764cc7c3bfce8c1/equations
Search by keywords or author • Vol. 3, Issue 5, 056002 (2021) Changqin Liu1、2、†, Shunjia Wang1, Sheng Zhang1, Qingnan Cai1, Peng Wang1, Chuanshan Tian1, Lei Zhou1、*, Yizheng Wu1、2、*, and Zhensheng Tao1、* Author Affiliations • 1Fudan University, Department of Physics and State Key Laboratory of Surface Physics, Shanghai...
2021-11-27T10:52:30
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https://quant.stackexchange.com/questions/54835/estimating-optimal-exercise-boundary-for-an-american-call-by-lsm-method
# Estimating optimal exercise boundary for an American call by LSM method I'm trying to derive optimal exercise boundary using LSM method and got some weird outcome. So, I evaluated an American call option by LSM method and now need to find the optimal exercise curve. Do I understand it correct that it is necessary t...
2021-04-14T07:09:52
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https://zbmath.org/?q=ut%3Amodel+predictive+control
## Found 1,877 Documents (Results 1–100) 100 MathJax MSC:  93-XX Full Text: MSC:  93-XX Full Text: MSC:  93-XX Full Text: MSC:  93-XX Full Text: MSC:  93-XX Full Text: ### Compound tracking control based on MPC for quadrotors with disturbances. (English)Zbl 07593046 MSC:  93B45 93B12 93C85 Full Text: Full Text...
2022-10-07T09:46:46
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http://www.nwchem-sw.org/index.php/Release66:Hartree-Fock_Theory_for_Molecules
##### LANGUAGES modified on 11 September 2014 at 15:02 ••• 20,777 views # Hartree-Fock The NWChem self-consistent field (SCF) module computes closed-shell restricted Hartree-Fock (RHF) wavefunctions, restricted high-spin open-shell Hartree-Fock (ROHF) wavefunctions, and spin-unrestricted Hartree-Fock (UHF) wavefuncti...
2019-03-24T12:28:55
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https://planetmath.org/RieszRepresentationTheoremOfBoundedSesquilinearForms
# Riesz representation theorem of bounded sesquilinear forms ## Bounded sesquilinear forms Let $H_{1}$, $H_{2}$ be two Hilbert spaces. Definition - A sesquilinear form $[\cdot,\cdot]:H_{1}\times H_{2}\to\mathbb{C}$ is said to be bounded if there is a constant $C\geq 0$ such that $\displaystyle[\xi,\eta]\leq C\|\xi...
2018-11-19T00:46:05
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https://nbviewer.jupyter.org/github/dwyerk/boundaries/blob/master/concave_hulls.ipynb
# Drawing boundaries¶ In [1]: import fiona import shapely.geometry as geometry input_shapefile = 'data/concave_demo_points.shp' shapefile = fiona.open(input_shapefile) points = [geometry.shape(point['geometry']) for point in shapefile] print("We have {0} points!".format(len(points))) We have 143 points! ## ok, so ...
2019-02-22T21:07:28
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https://www.physicsforums.com/threads/constant-vector.214287/
# Constant vector? 1. Feb 10, 2008 ### kthouz Can someone explain me how check if a vector is a constant vector? 2. Feb 10, 2008 ### disregardthat You have to define your terms. What is a constant vector, i.e. how is it defined? 3. Feb 10, 2008 ### HallsofIvy Staff Emeritus You check if it is a vector, you che...
2017-06-28T23:13:02
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https://www.physicsforums.com/threads/applying-chinese-remainder-theorem-to-polynomials.683718/
# Applying Chinese Remainder Theorem to polynomials ## Homework Statement Find all integers x such that $7x \equiv 11 mod 30$ and $9x \equiv 17 mod 25$ ## Homework Equations I guess the Chinese Remainder theorem and Bezout's theorem would be used here. ## The Attempt at a Solution I can do this if the x-terms did...
2020-07-03T13:53:30
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http://www.core-econ.org/the-economy/book/text/leibniz-22-02-02.html
• The Economy • Leibnizes • 22.2.2 How the monopolist sets the rent-maximizing level of taxes Contents # Leibniz ## 22.2.2 How the monopolist sets the rent-maximizing level of taxes In our model of tax setting by a dictator who is a political monopolist, the dictator wishes to maximize the political rents that he wi...
2017-10-22T11:58:06
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https://math.stackexchange.com/questions/180349/how-many-circles-are-needed-to-cover-a-rectangle/180356
# How many circles are needed to cover a rectangle? TRUE OR FALSE Suppose that a rectangle in $R^{2}$ can be covered by (allowing overlaps) $25$ discs of radius $1$, then it can also be covered by $101$ discs of radius $0.5$. Of course, though it is a true or false question, I would like the logic on it and possible...
2020-02-17T03:57:18
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https://www.askiitians.com/forums/Electric-Current/the-heat-produced-in-a-given-resistance-in-a-time_223218.htm
#### Thank you for registering. One of our academic counsellors will contact you within 1 working day. Click to Chat 1800-5470-145 +91 7353221155 CART 0 • 0 MY CART (5) Use Coupon: CART20 and get 20% off on all online Study Material ITEM DETAILS MRP DISCOUNT FINAL PRICE Total Price: Rs. There are no items in t...
2021-07-31T13:25:35
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https://www.neetprep.com/question/60925-following-statements-likely-incorrect-ATiNOis-colourless-compoundBCuNCCHBFis-colourless-compoundCCrNHClis-coloured-compoundDKVFis-colourless-compound/54-Chemistry--Coordination-Compounds/667-Coordination-Compounds
Which of the following statements is most likely to be incorrect ? (A) $\mathrm{Ti}{\left({\mathrm{NO}}_{3}\right)}_{4}$ is a colourless compound (B) ${\left[\mathrm{Cu}{\left({\mathrm{NCCH}}_{3}\right)}_{4}\right]}^{+}{\mathrm{BF}}_{4}^{-}$ is a colourless compound (C) ${\left[\mathrm{Cr}{\left({\mathrm{NH}}_{3}\ri...
2020-05-25T21:52:12
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https://lavelle.chem.ucla.edu/forum/viewtopic.php?f=14&t=33861&p=110454
## 6th Edition homework 1.37 wavelength of protons and neutrons $c=\lambda v$ Louise Zhuang Posts: 31 Joined: Fri Sep 28, 2018 12:28 am ### 6th Edition homework 1.37 wavelength of protons and neutrons Protons and neutrons have nearly the same mass. How different are their wavelengths? Calculate the wavelength of ea...
2020-04-04T21:33:43
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https://ccjou.wordpress.com/2014/05/26/%E6%AF%8F%E9%80%B1%E5%95%8F%E9%A1%8C-may-26-2014/
每週問題 May 26, 2014 Let $A$ be a nonsingular real matrix. If all singular values of $A$ are equal, show that $A=cU$, where $c$ is a real number and $U$ is a real orthogonal matrix.
2017-07-22T04:32:44
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https://www.gmattutor.com/practice/?qbid=29
# Free GMAT Test Questions Question 1 of 1 ID: GMAT-DS-8 Section: Quantitative Reasoning - Data Sufficiency Topics: Quadratic Equation; Computation of Value Difficulty level: Challenging (Practice Mode: Single selected Question » Back to Overview) If $a^2-4a=0,$ and $b\neq 0,$ is $\dfrac{a}{b}=0?$ 1. $b^2-16=0$ 2. ...
2022-12-08T19:56:18
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http://crypto.stackexchange.com/tags/pseudo-random-function/hot
# Tag Info 13 Well, the chief vulnerability is that if an attacker is given a large enough sample of Mersenne Twister output, he can then predict future (and past) outputs. This is a gross violation of the properties that a cryptographically secure random number generator is supposed to have (where you're supposed to...
2014-11-23T17:36:45
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https://www.frontiersinoptics.com/home/about-fio-ls/the-fio-blog-luminous-insights/2013/october-2013/communication-via-vortices/?feed=blogs
• Technical Conference:  16 – 19 September 2019 • Science & Industry Showcase:  17 – 18 September 2019 # Communication via vortices? By Greg Gbur, Skullinthestars.com This is the second in a series of posts about the upcoming OSA Frontiers in Optics meeting in Orlando. This post covers research related to the presen...
2018-11-18T17:04:49
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http://mathhelpforum.com/differential-geometry/182277-bounded-linear-operator.html
# Math Help - Bounded linear operator 1. ## Bounded linear operator Let X and Y be normed spaces and T_n : X--->Y (n=1,2.....) bounded linear operators. Show that converges T_n---->T implies that for every \epsilon > 0 there is an N such that for all n>N and all x in any given closed ball we have ||T_nx _ Tx||<\epsil...
2015-07-02T00:31:44
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https://byjus.com/question-answer/which-congruence-criterion-do-you-use-in-the-following-given-eb-bd-ae-cb-angle/
Question # Which congruence criterion do you use in the following?Given: EB$$=$$BD, AE$$=$$CB, $$\angle$$A$$=\angle$$C$$=90^o$$. So $$\Delta$$ABE$$\equiv \Delta$$CDB. Solution ## By RHS congruence criterion, since it is given that EB$$=$$BD, AE$$=$$CB, $$\angle$$A$$=\angle$$C$$=90^o$$Hypotenuse and one side of a rig...
2022-01-21T15:01:27
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https://mathematica.stackexchange.com/questions/48242/complex-integrals-and-residues
# Complex integrals and residues I have a question. I try to integrate this function: Integrate[Exp[I k z]*Exp[-Sqrt[k^2 - A^2]x]*Exp[-k^2*L^2/4]/Sqrt[k^2 - A^2], {k, -Infinity, -A}] But Mathematica doesn't want to give an answer. It just prints me my integral. The same story I have when I try to calculate the res...
2020-08-11T20:02:38
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https://noa.gwlb.de/receive/cop_mods_00054925
# The enhancement of droplet collision by electric charges and atmospheric electric fields The effects of electric charges and fields on droplet collision–coalescence and the evolution of cloud droplet size distribution are studied numerically. Collision efficiencies for droplet pairs with radii from 2 to 1024 inline-...
2021-08-02T18:55:21
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https://www.transtutors.com/questions/a-data-set-on-monthly-expenditures-incurred-on-fast-food-by-a-sample-of-500-househol-2942464.htm
# A data set on monthly expenditures incurred on fast food by a sample of 500 households has... A data set on monthly expenditures incurred on fast food by a sample of 500 households has minimum value of $3 and a maximum value of$147. Suppose we want to group these data into six classes of equal width. Assuming that w...
2020-02-20T14:20:59
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https://scicomp.stackexchange.com/questions/38990/stochastic-cellular-automata-algorithm-limited-by-1-cell-per-timestep
# Stochastic cellular automata - algorithm limited by 1 cell per timestep ### Context Let's say I am trying to model the spread of mold in a petri dish, using a stochastic cellular automata approach. The petri dish can be thought of as a grid of 1mm x 1mm squares, each called a Cell. Each square has a value for the k...
2021-11-29T08:37:18
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https://math.stackexchange.com/questions/116674/what-is-the-fastest-way-to-multiply-two-digit-numbers
# What is the fastest way to multiply two digit numbers? I been playing different math games on my Android lately (for example: Math Cruncher). I've noticed that I'm unable to quickly (under 7-8 seconds) multiply two digit numbers (i.e $18 * 17$). So my question is, what is the fastest way to multiply two-digit numbe...
2019-08-26T06:00:33
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http://www.ck12.org/book/CK-12-Algebra-I-Second-Edition/section/11.1/
<img src="https://d5nxst8fruw4z.cloudfront.net/atrk.gif?account=iA1Pi1a8Dy00ym" style="display:none" height="1" width="1" alt="" /> # 11.1: Graphs of Square Root Functions Difficulty Level: At Grade Created by: CK-12 ## Learning Objectives • Graph and compare square root functions. • Shift graphs of square root fun...
2016-02-06T00:44:14
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https://math.stackexchange.com/questions/1571671/find-4-positive-integers-not-exceeding-70-000-such-that-each-have-more-than-100
# Find 4 positive integers not exceeding 70,000 such that each have more than 100 divisors I am looking at problems in Vandendriessche and Lee's Problems in elementary number theory and this is one of their problems: Find $4$ positive integers not exceeding $70000$ such that each have more than $100$ divisors I just...
2022-07-01T05:58:12
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https://dobrewiadomosci.eu/assassin-s-ywkr/non-metal-oxide-%2B-water-5b7d34
By signing up for this email, you are agreeing to news, offers, and information from Encyclopaedia Britannica. The non-metal oxides can be neutralized with a base to form a salt and water. Answer: Metal oxides are basic in nature. you can refer periodic table to see which is metal, semimetal, non metal. Metallic oxides...
2021-04-15T07:30:35
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https://de.zxc.wiki/wiki/Freie_Energie
# Free energy Physical size Surname Free energy, Helmholtz energy Size type energy Formula symbol ${\ displaystyle F, A}$ Size and unit system unit dimension SI J  = kg · m 2 · s -2 L 2 · M · T −2 The free energy (also Helmholtz potential , Helmholtz free energy or Helmholtz energy according to Hermann von Helmholtz ...
2023-03-27T08:21:30
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http://dreaminnet.com/absolute-error/absolute-error-wikipedia.php
Home > Absolute Error > Absolute Error Wikipedia # Absolute Error Wikipedia ## Contents Please try the request again. Generated Fri, 30 Sep 2016 00:39:20 GMT by s_hv987 (squid/3.5.20) Graph of f ( x ) = e x {\displaystyle f(x)=e^{x}} (blue) with its linear approximation P 1 ( x ) = 1 + x {\displaystyle P_{1}(x)=1+x}...
2018-12-10T15:41:52
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http://math.stackexchange.com/questions/191467/sum-of-cauchy-sequences-is-cauchy-in-an-abelian-topological-group
# Sum of Cauchy sequences is Cauchy in an Abelian Topological Group Let $G$ be a topological abelian group and suppose $0$ has a countable fundamental system of neighborhoods. Let $(x_n),(y_n)$ be Cauchy sequences of $G$. Why is it true that $(x_n+y_n)$ is a Cauchy sequence? I tried to generalize the case of real seq...
2015-10-09T03:16:33
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https://math.stackexchange.com/questions/2215322/roots-of-polynomials-those-coefficients-are-analytic-functions
# Roots of polynomials those coefficients are analytic functions We say a power series in $\mathbb{C}[[z]]$ is analytic, if it has a positive radius of convergence. Let $P(T) = \sum_{i=0}^n u_iT^i$ be a polynomial those coefficients $u_i \in \mathbb{C}[[z]]$ are analytic power series and let $f \in \mathbb{C}[[z]]$ b...
2021-10-15T23:52:25
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https://math.stackexchange.com/questions/2133101/pullback-of-sheaves
Pullback of sheaves. Let $f : X \to Y$ be a continuous map of topological spaces.. Let $\mathcal{F} = \underline{\mathbb{R}}$ be a sheaf of locally constant function from Y to $\mathbb{R}$ on Y. Let $f^* \mathcal{F}$ be the pullback of the sheaf on X. Is the pullback of $\mathcal{F}$, the sheaf of locally constant fun...
2019-07-23T01:13:11
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https://cs.stackexchange.com/questions/12703/effect-of-increasing-the-capacity-of-an-edge-in-a-flow-network-with-known-max-fl
# Effect of increasing the capacity of an edge in a flow network with known max flow I need your help with an exercise on Ford-Fulkerson. Suppose you are given a flow network with capacities $(G,s,t)$ and you are also given the max flow $|f|$ in advance. Now suppose you are given an arc $e$ in $G$ and suppose this a...
2019-11-17T10:21:54
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https://math.stackexchange.com/questions/2831287/determining-parameters-of-a-two-step-method
# Determining Parameters of a two-step Method I am trying to take a closer look at multi-step methods. A two-step method is given by $$\alpha_0 y^{(j)} + \alpha_1 y^{(j+1)} + y^{(j+2)} = \tau ( \beta_0 f^{(j)} +\beta_1 f^{(j+1)} + \beta_2 f^{(j+2)} )$$ $\alpha_2 =1$ The aim is to determine the parameters $\alpha_0 ,...
2019-12-08T10:58:22
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https://api-project-1022638073839.appspot.com/questions/how-do-you-simplify-sqrt-6-2-sqrt-2-4-sqrt-6-3-sqrt-2#601008
# How do you simplify ( sqrt[6] + 2 sqrt [2] ) ( 4 sqrt[6] - 3 sqrt[2] )? $\left(\sqrt{6} + 2 \sqrt{2}\right) \left(4 \sqrt{6} - 3 \sqrt{2}\right)$ $= \sqrt{6} \times 4 \sqrt{6} + \left(- \sqrt{6} \times 3 \sqrt{2} + 2 \sqrt{2} \times 4 \sqrt{6}\right) - 2 \sqrt{2} \times 3 \sqrt{2}$ $= 24 + \left(10 \sqrt{3}\right) -...
2022-06-24T22:57:49
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https://www.semanticscholar.org/paper/The-Cat%E2%80%99s-Cradle%3A-deforming-the-higher-rank-E1-and-Bergman-Rod%C5%95%C4%B1guez-G%C3%B3mez/58d4f6dac98d029a8e66f41174535e17fc28e1c4
# The Cat’s Cradle: deforming the higher rank E1 and $${\tilde{E}}_1$$ theories @article{Bergman2020TheCC, title={The Cat’s Cradle: deforming the higher rank E1 and \$\$ \{\tilde\{E\}\}\_1 \$\$ theories}, author={O. Bergman and D. Rodŕıguez-G{\'o}mez}, journal={arXiv: High Energy Physics - Theory}, year={2020} } • Pub...
2021-09-24T10:19:50
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https://collegephysicsanswers.com/openstax-solutions/find-charge-baseball-thrown-350-ms-perpendicular-earths-500-times-10-5-t-field
Question (a) Find the charge on a baseball, thrown at 35.0 m/s perpendicular to the Earth’s $5.00 \times 10^{-5} \textrm{ T}$ field, that experiences a 1.00-N magnetic force. (b) What is unreasonable about this result? (c) Which assumption or premise is responsible? 1. $571 \textrm{ C}$ 2. Such a large charge would rep...
2020-10-19T23:41:30
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http://mathhelpforum.com/calculus/205206-derative-calculation-print.html
# derative calculation. • Oct 12th 2012, 05:14 PM skyd171 derative calculation. need to calculate this derivative with respect to p, but having trouble. All symbols other than p are constants. thanks. • Oct 12th 2012, 05:35 PM chiro Re: derative calculation. Hey skyd171. Can you show us what you have tried? • Oct 12t...
2017-11-25T11:55:09
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https://matheducators.stackexchange.com/questions/176/knowing-mathematics-does-not-translate-to-knowing-to-teach-mathematics-why
# Knowing mathematics does not translate to knowing to teach mathematics. Why? Many brilliant mathematicians seem to make average or even poor classroom teachers. Is this an accurate assessment? Has there been any research to explain the phenomena? What is the difference between knowing mathematics and knowing to tea...
2021-01-15T18:25:21
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https://coq.gitlab.io/zulip-archive/stream/237664-math-comp-users/topic/A.20question.20about.20finType.html
## Stream: math-comp users ### Topic: A question about finType #### Daniel Sousa (Jul 08 2020 at 14:03): I am a bit of a newbie with mathcomp and I have another question. I'm trying to define finite automata. The Sigma and Q (the alphabet and states) are defined to be of an arbitrary finType. Everything was working...
2023-02-08T06:54:40
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https://socratic.org/questions/excess-hydrochloric-acid-in-your-stomach-can-be-neutralized-by-magnesium-hydroxi
# Excess hydrochloric acid in your stomach can be neutralized by magnesium hydroxide, which forms magnesium chloride and what? Apr 11, 2017 $\text{2HCl + Mg(OH)"_2}$$\rightarrow$$\text{MgCl"_2 + "2H"_2"O}$ This is a neutralization reaction, a type of double replacement reaction. The products are a salt and water. By ...
2019-08-22T11:06:58
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https://indico.cern.ch/event/331032/contributions/1720186/
SUSY 2015, 23rd International Conference on Supersymmetry and Unification of Fundamental Interactions 23-29 August 2015 Lake Tahoe US/Pacific timezone Generalization of J_E_T for two-prong objects 28 Aug 2015, 16:50 20m Cedar House () Cedar House Precision Computations and Monte Carlo Tools, all areas Ran Lu Des...
2019-12-16T12:49:07
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https://hal.archives-ouvertes.fr/ccsd-00560275/en/
# Partial functional quantization and generalized bridges Abstract : In this article, we develop a new approach to functional quantization, which consists in discretizing only a finite subset of the Karhunen-Loève coordinates of a continuous Gaussian semimartingale $X$. Using filtration enlargement techniques, we prov...
2017-03-23T20:16:57
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http://angelaleone.it/swur/realize-a-half-adder-using-4x1-multiplexer.html
# Realize A Half Adder Using 4x1 Multiplexer consists of 2x1 Multiplexer, 4x1 Multiplexer and low power Full Adder cell to realize the arithmetic and logic operations. output we get for. The A, B and Cin inputs are applied to 3:8 decoder as an input. 2 Data Selectors & Multiplexers. Half adder circuit. and the equatio...
2020-10-30T06:48:06
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http://mathhelpforum.com/advanced-math-topics/218417-homothetic-property.html
# Thread: Homothetic property 1. ## Homothetic property Please I need your help. I need to prove or disprove the following. a_1 a_2 real numbers. x, y both in R^3. A is a convex set in R^3. a.x in a.A and b.y in b.A. Then ax + by is in (a+b)A (a.A, b.A, (a+b)A are all Homothetic transformations) 2. ## Re: Homothe...
2016-08-28T20:47:49
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https://questioncove.com/updates/5269df60e4b029b030dce03a
Who ever sucks at M… - QuestionCove OpenStudy (solomonzelman): Who ever sucks at Math like me come here!!! 3 years ago OpenStudy (solomonzelman): I seen a problem I am going to do it, tell me If I am correct.... OK? 3 years ago OpenStudy (solomonzelman): $\sqrt{2r}=2+\sqrt{r-2}$ $\sqrt{2r}-\sqrt{r-2}=2$ $2r-2\sqrt...
2017-10-23T20:36:34
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https://hal.science/X-CMAP/hal-01465309v1
Local decay for weak interactions with massless particles - Archive ouverte HAL Access content directly Journal Articles Journal of Spectral Theory Year : 2019 ## Local decay for weak interactions with massless particles (1, 2) , (3) , (4) 1 2 3 4 Jean-Marie Barbaroux Jérémy Faupin • Function : Author #### Abstract ...
2023-02-01T15:45:47
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https://www.numerade.com/questions/mmh-during-a-storm-a-tree-limb-breaks-off-and-comes-to-rest-across-a-barbed-wire-fence-at-a-point-th/
### Discussion You must be signed in to discuss. ##### Christina K. Rutgers, The State University of New Jersey ##### Marshall S. University of Washington ##### Jared E. University of Winnipeg Lectures Join Bootcamp ### Video Transcript {'transcript': "in this problem. We have a current carrying wire supporte...
2021-07-29T08:42:33
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http://math.stackexchange.com/questions/570088/prove-that-if-f-is-continuous-at-0-it-is-continuous-on-mathbbr
# Prove that if $f$ is continuous at $0$, it is continuous on $\mathbb{R}$ Long story short, the question I'm stuck on is as follows: Let $f$ be a positive-definite function. Prove that if $f$ is continuous at $0$, then it is continuous everywhere. Here's the long version: We say that a function $f:\mathbb{R}\to \m...
2014-12-19T09:39:56
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https://www.physicsforums.com/threads/electric-field-due-to-distributed-planar-charge.288310/
# Electric field due to distributed planar charge An annulus (disk with a concentric hole) has inner and outer radii of R1 and R2 respectively, and uniform surface charge density of $$\sigma$$. the annulus lies in the xz plane with the y-axis centered in the hole. a.) using the most basic expression of point charge e...
2022-01-21T12:15:22
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http://mathoverflow.net/questions/103141/what-is-the-functor-tensor-product
## What is the functor tensor product? I'm familiar with the tensor product of modules, but I've also come across functor tensor product (in emily riehls paper on homotopy limits), what are they, and how are they (if they are) related to traditional tensor products? (Emily shows that they can be defined as a particula...
2013-05-26T06:37:26
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http://www.physicsforums.com/showthread.php?p=1057320
Prime Number Gaps Hello everyone, I'd first like to say that I am uninformed on this subject and that I have a question to the mathematicians on these forums who know about the subject. In the set of all prime numbers, has the integer gaps between two prime numbers been studied? I mean, do mathematicans know what th...
2013-05-19T00:55:26
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http://a4academics.com/careers-guidance-jobs/68-quantitative-aptitude/915-time-and-distance-part1
# Time & Distance Tutorial I: Basic Concepts, Average Speed & Variation of Parameters Time and distance is one of the main sources for tricky quantitative questions in the well fame, well designed B-school entrance exams. An aspirant can expect 4 to 6 questions from this topic in CAT and CAT level exams. MAT and CMAT ...
2018-07-16T01:08:01
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http://gluon.ai/chapter_recurrent-modern/seq2seq.html
10.7. Sequence to Sequence Learning¶ Open the notebook in Colab Open the notebook in Colab Open the notebook in Colab Open the notebook in SageMaker Studio Lab As we have seen in Section 10.5, in machine translation both the input and output are a variable-length sequence. To address this type of problem, we have desi...
2022-08-16T05:00:29
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https://stats.stackexchange.com/questions/442166/chi-square-of-fisher-exact-test-for-large-samples?noredirect=1
# Chi-square of Fisher exact test for large samples The usual argument behind choosing chi-square or Fisher exact 2x2 test is that the Fisher exact test answers exactly a wrong question, while chi-square test answers approximately a right question. E.g., see Chi-square test or Fisher's Exact test The problem is that ...
2021-07-26T22:53:09
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https://ccssmathanswers.com/into-math-grade-3-module-18-review-answer-key/
We included HMH Into Math Grade 3 Answer Key PDF Module 18 Review to make students experts in learning maths. Choose the correct term from the Vocabulary box. Vocabulary bar graph key line plot picture graph scale Question 1. A __________ is a graph that uses marks to record each piece of data on a number line. A li...
2022-12-06T04:26:35
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https://www.aimsciences.org/article/doi/10.3934/dcdss.2018053
# American Institute of Mathematical Sciences October  2018, 11(5): 865-900. doi: 10.3934/dcdss.2018053 ## Optimal strategies for a time-dependent harvesting problem 1 Dipartimento di Meccanica, Matematica e Management, Politecnico di Bari, Via E. Orabona 4, 70125 Bari, Italy 2 Department of Mathematics and its App...
2019-10-20T08:22:55
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http://mathhelpforum.com/calculus/162950-thomae-s-function-square.html
1. ## Thomae's function square Let's take function given by a condition: $\displaystyle f(x) = \begin{cases} \frac{1}{q^2} \leftrightarrow \ x \in \mathbb{Q} \wedge x = \frac{p}{q},\\ 0 \leftrightarrow \ x \notin \mathbb{Q} \end{cases}$ Prove the existence of the derivative of $\displaystyle f$ in all points $\displ...
2018-06-18T21:35:58
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http://en.wikipedia.org/wiki/Talk:Rectangular_function
# Talk:Rectangular function WikiProject Mathematics A perfect example of a rectangular function that I think should be added is: $R(x) = \lim_{n\to\infty} (\tan\circ\cos)^n(x)$ We already have a much simpler perfect example. Less is more. --Bob K 00:39, 6 June 2006 (UTC) Nope. — Omegatron 00:42, 8 June 2006 (UTC) ...
2014-09-21T22:28:10
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https://www.semanticscholar.org/paper/Ray-based-classification-framework-for-data-Zwolak-Kalantre/ecda8051f6217aca9251c89621c7b63d6df69e39
Corpus ID: 222090994 # Ray-based classification framework for high-dimensional data @article{Zwolak2020RaybasedCF, title={Ray-based classification framework for high-dimensional data}, author={Justyna P. Zwolak and Sandesh S. Kalantre and T. McJunkin and Brian J. Weber and J. Taylor}, journal={ArXiv}, year={2020}, vo...
2021-03-05T20:38:56
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https://dsp.stackexchange.com/questions/14990/sin-t-omega-is-not-an-energy-signal-then-how-come-its-fourier-transform-d
# $\sin (t \omega)$ is not an Energy Signal, then how come its Fourier transform do exist? The following integral (perhaps fourier tranform of $\sin (t \omega)$ ) is not convergent: $\int_{-\infty }^{\infty } e^{-i t \omega } \sin (t \omega ) \, dt$ As, $\sin (t \omega)$ is NOT an Energy Signal (but a Power Signal),...
2020-08-04T00:13:44
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https://www.maplesoft.com/support/help/maple/view.aspx?path=LieAlgebrasOfVectorFields%2FLHPDO%2FGetDependentsCount
GetDependentsCount - Maple Help # Online Help ###### All Products    Maple    MapleSim GetDependentsCount get the number of elements that a LHPDO object operates on GetDependencies get the dependencies of elements that a LHPDO object may operate on GetSystemCount get the number of elements returned by a LHPDO o...
2021-10-25T09:45:00
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