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Homework Help Posted by Bersy on Sunday, January 27, 2013 at 3:30pm. If the probability that a certain tennis player will serve an ace is 1/4, what is the probability that he will serve exactly two aces out of four serves? (Assume that the four serves are independent. Round your answer to four decimal places.) • Ma...
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The Magnetized Universe - M. Giovannini 4.3. From one-fluid equations to MHD The evolution equations for the one-fluid variables are obtained from the two-species kinetic description by some algebra which is summarized in the first part of Appendix A. The bottom line of the derivation is that the moments of the one-pa...
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Temperatures of Void Space and Microstates: A Note from Nasif S. Nahle Introduction The general belief on the conditions of the deep space, beyond the terrestrial exosphere, is about a completely empty place without temperature. However, highly accurate measurements made by satellites, like the Wilkinson Microwave An...
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Pitching to Contact and FIP Last month, I wrote a two - part primer on defense independent pitching stats, with a heavy focus on FIP. Lately, FIP is a somewhat hot topic following the Cy Young voting, where the pitchers who dominated the defense-independent metrics won out in both leagues, and one of the two specif...
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Math Forum Discussions Re: Trigonometric area optimization Posted: Dec 11, 2012 12:25 PM Hi Adam, > > The lines y=10-2x, y=mx and y=(-1/m)x, where m > 1/2, > form a right triangle. Find an m, so that the area > measurement of the triangle is as small as possible. > > Let line y=m.x be OA, line y=(-1/m).x be OB and lin...
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Relation between $\neg \square(\kappa)$ and the tree property at $\kappa$. up vote 7 down vote favorite 1 If $\kappa$ is an inaccessible cardinal then the tree property at $\kappa$ is equivalent to weak compactness of $\kappa$, which implies that $\square(\kappa)$ fails---that is, that every coherent sequence of clubs...
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Irreducibility of Coxeter Graphs as a Function of Generating Sets up vote 6 down vote favorite Given a Coxeter system $(W, S)$, we can form its Coxeter graph, and say that the system is irreducible if the graph is connected. Now, irreducibility is not solely a function of $W$; it depends also on $S$. E.g., for $W=D_{1...
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geometric stability theory Contents Idea Geometric stability theory is the principal part of the branch of model theory called geometric model theory?. It was introduced in works of Boris Zilber, Gregory Cherlin, Ehud Hrushovski, Anand Pillay, and others. Geometric stability theory has largely to do with the model-t...
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Density matrix and its classical counterpart I decided that a reason contributing to the people's misunderstanding of the meaning and validity of quantum mechanics is the prevailing focus on Schrödinger's equation as the basic dynamical law. Felix Bloch (picture) is, together with Lev Landau and perhaps also John vo...
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ng Narrow Search Earth and space science Mathematics Sort by: Per page: Now showing results 1-10 of 20 This is an activity about solar energy. Learners will first use computers to research and learn how solar panels convert sunlight into electricity. Next, they will calculate the surface area of solar panels boar...
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Maths Tricks The standard deviation is one of the important concepts in mathematics and can be very useful and also have business value. This can be used to compare two sets of dat. Data collection is one of the important tasks in any research. To carry out any research one has to collect dat. Once the data is collecte...
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Introduction Introduction to Capacitors Just like the Resistor, the Capacitor, sometimes referred to as a Condenser, is a passive device, and one which stores its energy in the form of an electrostatic field producing a potential difference (Static Voltage) across its plates. In its basic form a capacitor consists of...
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Statistics And Probability Archive | June 04, 2011 | Chegg.com Statistics And Probability Archive: Questions from June 04, 2011 • Anonymous asked 1 answer • Anonymous asked 1 answer • Anonymous asked 1 answer • Anonymous asked 1 answer • Anonymous asked 1 answer • Anonymous as...
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Goldman bracket nLab Goldman bracket Context Topology Basic concepts Theorems Examples Contents Idea The Goldman bracket of a compact closed surface $\Sigma$ is a Lie algebra structure on the free abelian group generated from the isotopy classes of based loops in $\Sigma$. Equivalently, the Goldman bracket on ...
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Mechanical Stress/Strength Interference Theory Often when evaluating the reliability of a part subjected to mechanical loading, the probability of failure under operating conditions is of interest. A useful method for this purpose is Mechanical Stress/Strength Interference Analysis. The method uses probability distri...
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Approximate symmetries in nonlinear viscoelastic media Abstract Approximate symmetries of a mathematical model describing one-dimensional motion in a medium with a small nonlinear viscosity are studied. In a physical application, the approximate solution is calculated making use of the approximate generator of the fir...
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co Context Topology Basic concepts Theorems Examples Compact spaces Idea A topological space (or more generally convergence space) is compact if everything converges as much as possible. It is a kind of ultimate topological expression of the general idea of a space being “closed and bounded”: every net must accu...
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Whittle Notice we have three related variables here: cosmic time, t; scale factor, a; and redshift, z. you can move between them with the following important relations between their differentials: ┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓ ┃ dt = t[H,o] da / aE(a) = -t[H,o] dz / ...
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Mach's Principle. Antigravity • • • • 13.-MACH'S PRINCIPLE. ANTIGRAVITY The Mach principle impacts in the problem of the rotations observability, in the concept of inertia force and in the concept of centrifugal force. According to him the rotation movement and their effect, the centrifugal force, they ar...
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Euler characteristic and inclusion-exclusion up vote 4 down vote favorite Define the Euler characteristic of a scheme to be the Euler characteristic of its structure sheaf. I remember being told that for curves, this invariant satisfies inclusion-exclusion. That is, if $C_1, C_2$ are curves , then $$\chi(C_1 \cup C_2...
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Re: Physics of Chilly Magnus Chord Organs [Date Prev][Date Next][Thread Prev][Thread Next][Date Index][Thread Index] Re: Physics of Chilly Magnus Chord Organs • To: AUDITORY@xxxxxxxxxxxxxxx • Subject: Re: Physics of Chilly Magnus Chord Organs • From: "James W. Beauchamp" <jwb@xxxxxxxxxxxxxxxxxxxxx> • Date: Tu...
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Heat loss in pipe insulation Heat loss in pipe insulation. On a cold day, I was on the (non heated) attic of my house where the central heating pipes are running. When I touched the insulation around the pipes, I noticed they were feeling warm. This means despite the pipe insulation, warmth is escaping from the centra...
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Homework Help Posted by angie on Tuesday, January 10, 2012 at 1:04pm. find the domain and range of the function f(x)=x^2-9/4x^2+x • math/calculus - Steve, Tuesday, January 10, 2012 at 3:28pm You have (x-3)(x+3) / x(4x+1) The domain is all real numbers except where the denominator is zero. So, that wo...
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Constructing rational functions with ramification locus the divisor of some $n$-form up vote 2 down vote favorite 1 I'm still busy learning the theory of linear systems for compact Riemann surfaces. If the answer to the following question is negative, then there might not be any point in continuing. Let $X$ be a com...
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If 100 g of ice at 0C is mixed with 100 g of boiling water at 100C Graph the variation of temperature(T) vs time (t)... - Homework Help - eNotes.com If 100 g of ice at 0C is mixed with 100 g of boiling water at 100C Graph the variation of temperature(T) vs time (t) of the two components of the mixture? When 100 g of...
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Calculus/Derivatives Posted by Amy on Wednesday, March 14, 2007 at 9:07pm. In addition, can you walk me through how to get the derivatives for these 2 statements, too? a) y = x^5/3 - 5x^2/3 b) y = (the cubed root of the quantity) [(x^2 - 1)^2] Hi there. I need to find the first derivative of this statement. y=x(x+...
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Ladder Puzzles Date: 03/16/2001 at 14:38:56 From: Craig M Chamberlain Subject: Triangle ladder puzzle I found a very interesting math puzzle back when I was in high school, and every so often I return to it to see if I can solve it myself - but no such luck. It was in Popular Science magazine circa 1980-1985, and I...
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[SciPy-User] Unexpected covariance matrix from scipy.optimize.curve_fit [SciPy-User] Unexpected covariance matrix from scipy.optimize.curve_fit Charles R Harris charlesr.harris@gmail.... Tue Aug 30 22:19:36 CDT 2011 On Tue, Aug 30, 2011 at 2:15 PM, Christoph Deil < deil.christoph@googlemail.com> wrote: > I noticed t...
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Math Forum Discussions Re: stop teaching shifting & stretching? Posted: Oct 19, 1998 8:50 AM Hello ... I haven't kept completely on top of the shifting/stretching controversy, but I'm in favor of teaching the topic in my classes because a proper understanding of shifts & stretches provides calculus students a painles...
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Blog Liked my article today in HPC Wire " Secrets of the Supercomputers "? I firmly poke fun at various elements of an imaginary supercomputer procurement process. However, I'm sure many readers will also see familiar and painfully serious aspects in the fictional story. As I mention at the bottom of that article,...
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Fit a gaussian function up vote 3 down vote favorite 3 I have a histogram (see below) and I am trying to find the mean and standard deviation along with code which fits a curve to my histogram. I think there is something in SciPy or matplotlib that can help, but every example I've tried doesn't work. import matplotli...
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The Smith Chart Contents Introduction This article deals with ideal transmission lines for electrical waves. If you would like a review of sinusoidal signals, phasors and transmission line equations, please read Backward Waves. We shall use the same notation here, except that the coordinate z that specifies location...
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Partitions of Set {1,2,3, ...n} Date: 7/25/96 at 15:35:28 From: Scott Turner Subject: Partitions of Set {1, 2, 3, ...n} I'm trying to count the partitions of the set {1, 2, 3, ... n}. Is there a generic way to do this, or some formula? Thanks. ST Date: 7/25/96 at 19:33:23 From: Doctor Anthony Subject: Re: Parti...
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Mert Nuhoglu Very fast delicious bookmarking I made a few changes to the bookmarklet provided by Extremely-fast del.icio.us bookmarking. The new bookmarklet works as fast as the original one and also it opens a new window so the user doesn't have to wait till the completion of bookmarking process. To use it, drag thi...
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Why Algebraic Expressions with Parentheses? Date: 03/18/2003 at 10:27:34 From: Jason Subject: Algebraic Expressions Without Parentheses How would you write these algebraic expressions without parentheses? -(2x-3y-6) and -(5x-13y-1) I was told that you can, but I don't think you can without solving the problem. ...
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Scaling Laws in the Distribution of Galaxies - B.J.T. Jones et al. E. Fractal descriptors of clustering None of the previous descriptors is motivated by the requirement that the galaxy distribution should, in some sense, be scale free, which might be expected on the grounds that the gravitational force which drives th...
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long double vs long int up vote 9 down vote favorite I'm doing a program that calculates the probability of lotteries. Specification is choose 5 numbers out of 47 and 1 out of 27 So I did the following: #include <iostream> long int choose(unsigned n, unsigned k); long int factorial(unsigned n); int main(){ usi...
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Orthogonal Distance Regression Line Date: 07/05/2005 at 14:19:16 From: Ameer Subject: least square fitting How can I calculate the standard deviation of the error in the independent and dependent variables when I want to fit a straight line with both variables subject to error? I have (x,y) paris data with both subj...
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bl Zentralblatt MATH Publications of (and about) Paul Erdös Zbl.No: 785.05052 Autor: Erdös, Paul; Györi, E.; Simonovits, M. Title: How many edges s...
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What does the numerically verified part of the Riemann Hypothesis tell about prime numbers? up vote 23 down vote favorite 4 I'm curious about the following question: As of 2005(?) the Riemann hypothesis is verified for the first 10 trillion zeroes, they are all on the critical line. Does this verification gives us an...
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Cauchy sequence Cauchy sequences Idea A Cauchy sequence is an infinite sequence which ought to converge in the sense successive terms get arbitrarily close together, as they would if they were getting arbitrarily close to a limit. Among sequences, only Cauchy sequences will converge; in a complete space, all Cauchy s...
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How to Calculate Slot Payout Percentage Tommy, who is one of my blog readers asked how to calculate payout percentage of any given slot machine after reading this slot strategies article. I started writing a reply to his question in the comment, but the answer turned out much longer than I had initially planned so I de...
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Maxwell's equations Maxwell's equations are the set of four equations, attributed to James Clerk Maxwell , that describe the behavior of both the electric and magnetic fields , as well as their interactions with matter. Introduction Maxwell's four equations express, respectively, how electric charges produce el...
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idempotent Context Idempotents Category theory Concepts Universal constructions Theorems Extensions Applications Idempotents Idea The notion of an idempotent morphism in a category generalizes the notion of projector in the context of linear algebra: it is an endomorphism $e \colon X \to X$ of some object $X$...
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Abstract, Nexus 2002, Alpay Ozdural: The Use of Cubic Equations in Islamic Art ad Architecture The Use of Cubic Equations in Islamic Art and Architecture ...
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cograph of a functor Context Category theory Concepts Universal constructions Theorems Extensions Applications Contents The notion of cograph of a functor is dual to that of graph of a functor: for $f : C \to D$ a functor between n-categories is the fibration classified by the profunctor correspondence $\chi_f ...
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Homework Help Posted by Joe on Tuesday, October 4, 2011 at 10:56pm. If f(x)=[(x−1)/(1+5x)], there are two points on the graph of y=f(x) at which the tangent lines are parallel to the line x−2y=2. Type in the x values of these points. Type the smaller number first, then the larger number. • Calculus - Steve, Wedn...
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NormOps org.ejml.ops Class NormOps • public class NormOpsextends Object Norms are a measure of the size of a vector or a matrix. One typical application is in error analysis. Vector norms have the following properties: 1. ||x|| > 0 if x ≠ 0 and ||0|| = 0 2. ||αx|| = |α| ||x|| 3. ||x+y...
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Betweenness of Points on a Line Idea and Proof Date: 06/26/2008 at 10:14:55 From: Kyle Subject: Betweenness of Points Theorem Could someone explain the betweenness of points theorem and why it's important? I don't understand the way my book proves it: It starts with the Ruler Postulate 3, which says: The points on...
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Find the Kth least number for expression (2^x)*(3^y)*(5^z) up vote 18 down vote favorite 9 In the expression 2^x * 3^y * 5^z The x, y and z can take non negative integer value (>=0). So the function would generate a series of number 1,2,3,4,5,6,8,9,10,12,15,16.... • I have a brute force solution. • I would...
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16: Rearrangements Chapter 16: Rearrangements This chapter covers rearranging the items of arrays: permuting, sorting, transposing, reversing, rotating and shifting. 16.1 Permutations A permutation of a vector is another vector which has all the items of the first but not necessarily in the same order. For example,...
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Math Forum Discussions Re: Permutation problems Posted: May 20, 2012 3:25 PM > Q1. How many permutations are there of the 26 letters > of the english alphabet that do not contain any of > the strings fish,rat or bird? > No strings can contain (fish + bird) or ( bird + rat), so the key is finding how many contain (fish...
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pseudodifferential operator Contents Idea Pseudodifferential operators generalize differential operators and are of similar importance to the theory of partial differential equations as Schwartz distributions?, see also microlocal analysis. Definition Let $X \subset \mathbb{R}^n$ be open. A pseudodifferential opera...
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Magic Squares and Algebraic Number Theory Foxy asks whether it’s possible to have a 3*3 magic square all of whose entries are square integers. It’s fairly elementary to show that in a 3*3 magic square, the common sum is three times the middle entry. So let’s say the entries of the magic square go [a^2, b^2, c^2; d^2, ...
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500 Lightstick-Toting Math Enthusiasts 'Pythagorized' NYC's Iconic Flatiron Building In Epic Fashion As part of their first anniversary celebrations, the Museum of Mathematics (MoMath) and about 500 math enthusiasts of all ages proved that New York's iconic Flatiron building is approximately in the shape of a very sp...
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Sample size for detecting differentially expressed genes in microarray experiments Abstract Background Microarray experiments are often performed with a small number of biological replicates, resulting in low statistical power for detecting differentially expressed genes and concomitant high false positive rates. Whi...
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. 5. THE SCALAR FIELD It is completely in the spirit of general field theory to assume that a quantity (5.1) does not exclude the case M, (5.2) where G is the Newtonian gravitational constant G = 0.57 x 10^-8 cm^3 g^-1 s^-2. The derivative of the potential determines the force which acts on a body with mass m: (...
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Vanishing of Nisnevich cohomology of K-theory over a one-dimensional local ring. up vote 4 down vote favorite Let $A$ be a one-dimensional, Noetherian, local ring, and let $\mathcal{K}_n$ denote the sheafification of $K_n$ (degree $n$ $K$-theory) on the Nisnevich site of $X:=\mbox{Spec }A$. Then is it true that $H^1(X...
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algebraically closed field Contents Idea A field $k$ is algebraically closed if every non-constant polynomial (with one variable and coefficients from $k$) has a root in $k$. It follows that every polynomial of degree $n$ can be factored uniquely (up to permutation of the factors) as $p = c \prod_{i = 1}^n (\mathrm{...
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A square grid path problem Last November I have solved Problem 15 of Project Euler (a counting problem involving paths in square grids), and, although the problem admits a simple solution, some of the solutions presented in their forums are very complicated. Thus, I thought it would be a good idea to present my soluti...
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Lax equation nLab Lax equation Lax equation is used in integrable systems; namely some systems are equivalent to the Lax equation. Lax equation is a linear ordinary differential equation of the form $\frac{d L}{d t} = [M, L]$ for $n\times n$-matrix-valued function $L = L(t)$, where $M$ is also a $n\times n$ matrix....
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LastNonEmpty in Tabular mode: Part 2, Last Ever Non Empty in DAX LastNonEmpty in Tabular mode: Part 2, Last Ever Non Empty in DAX One of the most useful inventory calculations is what Chris Webb referred to as ‘Last Ever Non Empty’. This calculation differs from the regular MDX Last Non Empty aggregation in that it ...
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dy Got Homework? Connect with other students for help. It's a free community. • across MIT Grad Student Online now • laura* Helped 1,000 students Online now • Hero College Math Guru Online now Here's the question you clicked on: germanphysics Group Title Need fast help: ...
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Models and partition of variance for quantitative trait loci with epistasis and linkage disequilibrium Abstract Background A genetic model about quantitative trait loci (QTL) provides a basis to interpret the genetic basis of quantitative traits in a study population, such as additive, dominance and epistatic effects...
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Distance from Point to Ellipse Date: 05/19/97 at 18:28:41 From: Chuck Ingrum Subject: Distance from point to an ellipse I desire a method to find the (minimum) distance from a point to an ellipse (point and ellipse both in the same plane). The point may be inside or outside the ellipse. We have been trying to find t...
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Practical Ways to get Skew-Schur Functions up vote 3 down vote favorite 4 The Schur polynomials satisfy many, many identities and there is a whole book about them. I think the easiest way is with the Vandermonde Determinant. $$s_{3,1,1}(a,b,c) = \frac{\left|\begin{array} {ccc} a^5 & b^5 & c^5 \\\\ a^2 & b^2 & c^2 \\\\...
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study for conic sections exam Introduction to study for conic sections exam :- Circles ,parabola ,hyperbola ,ellipse are parts of conic section .They are called so as they are formed when a plane intersects a right circular cone.The conic sections are differentiated by their eccentricity.The eccentricity is the measur...
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Graphing Rational Functions and Vertical Asymptotes Date: 03/28/2008 at 00:36:38 From: Hans Subject: Trying to find the shape of a rational function. When working with rational functions such as y=(x-5)/(x-3), how do you know if at the vertical asymptote, does the graph curve up or curve down? What is the the genera...
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this self contained program 02-05-2013 #16 Registered User Join Date May 2012 Posts 1,066 From the header of surface1.c Contents: Example for fitting data y_i(t_i) by a function f(t;p), where each t_i is a vector of dimension k=2. If your dataset is a vector (tx, tz), what are the y values? ...
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Collision Detection Collision Detection and Physically Based Modeling Tutorial by Dimitrios Christopoulos (christop@fhw.gr). The source code upon which this tutorial is based, is from an older contest entry of mine (at OGLchallenge.dhs.org). The theme was Collision Crazy and my entry (which by the way took the 1st pl...
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Permeability Ground Water, continued Permeability of the Water-bearing Materials The permeability of a water-bearing material--that is, its capacity to ...
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The Science of Sticky Spheres COMPUTING SCIENCE The Science of Sticky Spheres On the strange attraction of spheres that like to stick together From Geometry to Graph Theory All the essential facts about sphere-to-sphere contacts in a cluster can be captured in a graph—a collection of vertices and edges. Each sphere...
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Math Forum Discussions Re: pdenonlin "Stepsize too small" Posted: Jul 8, 2013 3:22 PM "Steven Finch" wrote in message <krejde$hde$1@newscl01ah.mathworks.com>... > Please download two files ellipseb2.m & ellipseg.m from > > http://www.people.fas.harvard.edu/~sfinch/matlab/ > > and execute the following code: > > g='ell...
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Stack Applications Three applications of stacks are presented here. These examples are central to many activities that a computer must do and deserve time spent with them. 1. Expression evaluation 2. Backtracking (game playing...
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Volume of a Pyramid and a Cone Copyright © University of Cambridge. All rights reserved. These formulae are often quoted, but rarely proved. In this article, we derive the formulae for the volumes of a square-based pyramid and a cone, using relatively simple mathematical concepts. (The ideas used in this article are ...
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dy Got Homework? Connect with other students for help. It's a free community. • across MIT Grad Student Online now • laura* Helped 1,000 students Online now • Hero College Math Guru Online now Here's the question you clicked on: shubhamsrg Group Title Show that the area ...
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Multiplication and Division We think of a multiplication statement like 2 × 3 as meaning Add two threes together , or 3 + 3 and 4 × 9 as add 4 nines together , or 9 + 9 + 9 + 9. In general, a × b means to add b s together such that the number of b s is equal to a: a × b = b + b + b + . . . + b (a times) We ...
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Combination Lock Possibilities Name: Farhad D. Status: student Age: N/A Location: N/A Country: N/A Date: N/A Question: Brain teaser question I gave to my students that has actually got me confused...
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Using the Yoneda embedding to talk about exactness in an additive category up vote 12 down vote favorite 2 Suppose I have an additive category $\mathcal{C}$ and a pair of composable arrows: $$A \longrightarrow B \longrightarrow C.$$ It makes no sense to ask if this sequence is exact at $B$ since the category $\mathcal...
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The Heckscher-Ohlin Theorem The Heckscher-Ohlin theorem states that a country which is capital-abundant will export the capital-intensive good. Likewise, the country which is labor-abundant will export the labor-intensive good. Each ...
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Mathematics for Field Artillery Lester R Ford: Elementary Mathematics for Field Artillery. In the latter part of World War I Lester R Ford was involved in mathematics training for soldiers. His course was published in 1919 as: ...
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Rachel's Problem Copyright © University of Cambridge. All rights reserved. 'Rachel's Problem' printed from http://nrich.maths.org/ Contributors provided checks that $99^n$ has $2n$ digits and $999^n$ has $3n$ digits for many values of $n$, and this was enough for some people to believe that it is always so, but that...
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On the continuity of $\sum_{n=1}^{\infty} sin(nx) / n^\alpha$ up vote 5 down vote favorite 2 I know that the series $\sum_{n=1}^\infty \sin(nx) / n^\alpha$, with $0 < \alpha < 1$, converges for $x \in [0,2\pi]$. I'm trying to understand if the function $f(x) = \sum_{n=1}^\infty \sin(nx) / n^\alpha$ is continuous on $...
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Completing the Square and the Quadratic Formula Date: 09/30/97 at 20:25:45 From: David Subject: Completing the Square I really need help big time on this problem: 1 + 7/x + 2/x^2 = 0 Date: 10/19/97 at 00:11:03 From: Doctor Ezra Subject: Re: Completing the Square Dear David, Thanks for writing in. This looks lik...
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Triangle in Randomly Colored Plane Date: 10/28/2002 at 15:07:05 From: Scott Subject: Triangle in randomly colored plane I have a problem I need to solve for my teacher, but I am having a bit of trouble answering it. Can you give me any help? Prove: If I assume that all points in the real plane are colored white or ...
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Descartes' Square Root Method Date: 10/30/96 at 20:26:35 From: Joseph R. Potvin Subject: Page 1 of Descartes "Geometry" Why does Rene Descartes' geometric method for finding square roots work? (See page one of his "Geometry".) Date: 10/30/96 at 22:25:31 From: Doctor Patrick Subject: Re: Page 1 of Descartes Hi! I...
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Math Forum Discussions - Re: convex polyhedra with all faces regular Date: Dec 23, 2012 4:58 AM Author: achille Subject: Re: convex polyhedra with all faces regular On Thursday, December 6, 2012 12:28:40 PM UTC+8, quasi wrote: > Prove or disprove: > > > > For each positive integer n, there are only finitely many > > c...
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THE QUADRATURE TRIANGLE IMPLICATIONS About this iReport Not vetted for CNN Location KIFISSIA, , ATHENS, ATTICA, Greece Assignment This iReport is part of an assignment: Tech talk More from PCSTEFANIDES More iReports you should see THE QUADRATURE TRIANGLE IMPLICATIONS THE QUADRATURE TRIANGLE IMPLICATIONS *...
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Calculus - Integrals Posted by David on Sunday, March 23, 2008 at 12:12pm. I have 3 questions, and I cannot find method that actually solves them. 1) Integral [(4s+4)/([s^2+1]*([S-1]^3))] 2) Integral [ 2*sqrt[(1+cosx)/2]] 3) Integral [ 20*(sec(x))^4 Thanks in advance. • Calculus - Integrals - Count Iblis, Sunda...
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Square root of s15.16 fixed point number in Java up vote 3 down vote favorite 1 I want to write a function to calculate the square root of a s15.16 fixed point number. I know its a signed number with 15 digit int and 16 digit fraction. Is there anyway to do it without any libraries? Any other languages is fine too. j...
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Homework Help Posted by mike on Tuesday, October 5, 2010 at 10:58pm. there are two tangents lines to the curve f(x) = 3x^2 that pass through the point p =0,1 find the x coordinates of the point where the tangents line intersect the curve • calculus - Reiny, Tuesday, October 5, 2010 at 11:08pm The point (0,1) l...
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sublattice generated by lattice points intersecting a convex set up vote 0 down vote favorite Suppose that $M\subseteq \mathbb{Z}^n$ is a module such that $\mathbb{Z}^n/M$ is free and $S\subseteq \mathbb{R}^n$ is a bounded, symmetric (around $0$) convex set. Let $M'$ be the module generated by $S\cap M$. Question: Is...
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An Introduction to Tree Diagrams Copyright © University of Cambridge. All rights reserved. I was in the Bibliotèque the other day and I heard a couple chatting. At first I thought, "Who are these people, it's a bibliotèque, don't they know you're supposed to be quiet?". Then I realised they were my good friends Elle a...
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Rectanglar hyperbola question January 15th 2010, 03:52 PM Paymemoney Rectanglar hyperbola question Hi can someone show me how would you find the equation express in the form $\frac{(x-h)^2}{a^2}-\frac{(y-k^2)}{b^2}=1$ and asymptotes of the following equations: 1) $x^2-4y^2-4x-8y-16=0$ i got $\frac{(...
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Perform Fast Optimization Of Tapered WG Transformers Waveguide tapers are often necessary when making a transition between two different types of waveguide transmission lines, such as singleridge waveguide and double-ridge waveguide. While three-dimensional electromagnetic (EM) analysis programs can help achieve good p...
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Comparing Earthquakes, Explained Article Title: Comparing Earthquakes, Explained How can one compare the magnitude-9.0 earthquake in Japan with the magnitude-6.3 quake that struck New Zealand? News stories about the disaster in Japan bandy around two sorts of figures when comparing earthquakes: magnitude and energy....
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Game Theory (Part 3) Last time we started looking at 2-player normal form games. The idea is that player A has $m$ different choices of which move to make, while player B has $n$ choices, and we have two $m \times n$ matrices of payoffs, $A$ and $B.$ If player A makes choice $i$ and player B makes choice $j,$ then the...
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Resistor Networks (E-5) Resistor Networks: Using Ohm's Law Wiring a house or a car for electricity usually involves a network of conductors (e.g. insulated copper wires) and of devices--toasters, ovens, lamps, TVs, computers, fans etc. Eac...
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Calculation of NNTs in RCTs with time-to-event outcomes: A literature review Abstract Background The number needed to treat (NNT) is a well-known effect measure for reporting the results of clinical trials. In the case of time-to-event outcomes, the calculation of NNTs is more difficult than in the case of binary dat...
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A mathematical model of mitochondrial swelling Abstract Background The permeabilization of mitochondrial membranes is a decisive event in apoptosis or necrosis culminating in cell death. One fundamental mechanism by which such permeabilization events occur is the calcium-induced mitochondrial permeability transition....
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