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A bijection between planar constellations and some colored A bijection between planar constellations and some colored Lagrangian trees Cedric Chauve Constellations are colored planar maps that generalize different families of maps (planar maps, bipartite planar maps, bi-Eulerian planar maps, planar cacti, ...) and are...
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South Colby Algebra Tutor Find a South Colby Algebra Tutor ...I took the test twice and enrolled in the Kaplan prep class for the MCAT as well. I have been using MS Outlook since 1991. As a project manager, I used this program to send email communications to my sponsors and other stakeholders on the project. 46 S...
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Bus Service for Qubits Spin-orbit qubits are right at home in electrical circuits Qubit-based computing exploiting spooky quantum effects like entanglement and superposition will speed up factoring and searching calculations far above what can be done with mere zero-or-one bits. To domesticate quantum weirdness, howeve...
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Show that Z[i] is a PID. March 29th 2011, 07:04 PM #1 Junior Member Apr 2010 Show that Z[i] is a PID. Show that $\mathbb{Z}[i]$ is a principal ideal domain. I have already shown that $\mathbb{Z}[i]$ is an integral domain. How do I show that all ideals are principal ( $I=(r), r\in \mathbb{Z}[i]$)? If...
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Programming with Algebraic Effects and Handlers With Matija Pretnar. Abstract: Eff is a programming language based on the algebraic approach to computational effects, in which effects are viewed as algebraic operations and effect handlers as homomorphisms from free algebras. Eff supports first-class effects and handler...
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Asymptote Zoned ← hide menu Home RSS Feeds Funny Pictures Funny Videos Funny GIFs YouTube Videos Text/Links Channels User Rankings • Image Boards > NSFW Content • NSFW Boards > Asymptote Zoned hay dim. you know flu ? approaching infinit and all... do dea; perus, l 2 3 ll 5 i love you like: o...
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On the de Rham cohomology of 1-forms in cotangent bundle. up vote 1 down vote favorite We know that a cotangent bundle $T^\star M$ has a canonical symplectic form and $M$ is a natural Lagrangian submanifold of it. A well known result is that any submanifold $X=\{(p,f(p)): p\in M\}$, where $f$ is a closed one form is La...
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Almost periodic mappings on topological spaces Author: Pavel Dorin Status Degree: doctor of physics and mathematics Speciality: 01.01.04 - Geometry and topology The thesis was presented on the 19 November, ...
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Geometric Photo Manipulation - The Algorithm Explained The MATLAB programs perspective.m and orthographic.m are designed to produce the cube pictures of Figure 3, but the programs can be altered to generate an unlimited number of constructions, for example, the one in Figure 1 and those to appear in the next section. H...
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Don't understand this summation problem September 8th 2012, 10:53 AM #1 Don't understand this summation problem $\sum\limits_{n = 1}^{2k} {{{\left( { - 1} \right)}^{n + 1}}n} = {\left( { - 1} \right)^{n + 1}}n$ $\sum\limits_{n = 1}^{2k} {{{\left( { - 1} \right)}^{n + 1}}} = {\left( { - 1} \right)^{n }}$ ^Th...
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Lynwood Statistics Tutor Find a Lynwood Statistics Tutor Hello! Thanks for taking the time to view my profile. I received my B.S in Psychology and am currently an MBA & M.S of Finance student at the University of Southern California (USC). I have more than 7 years of experience and am confident that I can help you ...
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Comparing Two RV Arrays and Outputting Character Strings So I'm very new to mathcad prime and I'm trying to compare resultant numbers from computing with range variables. I was hoping someone could show me how to figure out what I'm trying to accomplish. Example (simplified): I've defined two range variables then apply...
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How to tell how good a TV show is (This is my last blog of the year. Lance will interrupt his blog sabbatical to do an END OF THE YEAR blog later.) The TV show MONK recently finished its 8th and final season. My wife and I are big fans and have seasons 1-7 on DVD (and we will get 8). But this post is not about Monk. It...
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GLMs and GLMMs in the analysis of randomized experiments Seminar Room 1, Newton Institute The Normal linear model analysis is usually used as an approximation to the exact randomization analysis and extended to structures, such as nonorthogonal split-plot designs, as a natural approximation. If the responses are counts...
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Golden ratio (idea) I believe the geometric proportion served the Creator as an idea when He introduced the continuous generation of similar objects from similar objects. -- Johannes Kepler The Golden Ratio can be obtained easily by the proper division of a line segment, instead of constructing the geometrically pl...
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How do i solve this trig problem - Polar equations. January 12th 2011, 05:40 PM How do i solve this trig problem - Polar equations. Here is the problem that I cannot figure out how to do. Please explain. r = (5csc(θ))/(6csc(θ) + 3) a) (36x^2) + (27y^2) + (30x) -25 = 0 b) (27x^2) + (36y^2) +(30x) -25 = 0...
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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: Need help with Geometry, 10th grade, I don't get it, Help need...
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Math Forum Discussions Math Forum Ask Dr. Math Internet Newsletter Teacher Exchange Search All of the Math Forum: Views expressed in these public forums are not endorsed by Drexel University or The Math Forum. Topic: Enclose 5 points with a circle Replies: 1 Last Post: Feb 13, 2014 9:45 AM Messages: [ Previous |...
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Modeling and Calibration for Crack Detection in Circular Shafts Supported on Bearings Using Lateral and Torsional Vibration Measurements Advances in Mechanical Engineering Volume 2012 (2012), Article ID 519471, 18 pages Research Article Modeling and Calibration for Crack Detection in Circular Shafts Supported on Bearin...
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Written Exam Workshop Fall '09 Written Exam Workshop Fall 2009 Will Perkins office 1111 office hours: Mondays, 7 - 8 pm (note the change) practical information Week 1 (9/17) - Calculus Topics: Limits and Series; tests of convergence Week 2 (9/24) - Calculus (there will be a subsitute instructor this week) Topics: Multi...
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hello everyone August 9th 2007, 03:32 AM #1 Aug 2007 hello everyone hi all, am just new to this forum.. and am hope that this forum will help me out in my maths problems.actually a math question brought me here...and i really need to get a solution for that question.. wish everyone will help me out.. he...
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Rolling Meadows Algebra Tutor ...I have also developed an efficient and effective approach to significantly expanding vocabulary knowledge that I used for my own test preparation and that I recommend to everyone I tutor. MY RECENT TEST SCORES: GMAT: 760 GRE: Quantitative 168/170 (perfect 800 on earlier version) Ver...
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Symbol of pseudodiff operator up vote 5 down vote favorite I am trying to understand the calculus of pseudodifferential operators on manifolds. All the textbooks I could put my hand on define the principal symbol of a pseudodifferential operator locally, then prove that it transforms well, hence becomes a "global" obje...
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tomic orbitals Atomic orbitals: 6p The shape of the three 6p orbitals. From left to right: 6p[z], 6p[x], and 6p[y]. For each, the blue zones are where the wave functions have negative values and the gold zones denote positive values. For any atom, there are three 6p orbitals. These orbitals have the same shape but are ...
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Finding Taylor series for f November 17th 2011, 10:40 PM Finding Taylor series for f Hello there, I was having some trouble with this problem: Find the Taylor series for f centered at 4 if: $\[f^n(0) = \frac{(-1)^nn!}{3^n(n+1)}\]$ What is the radius of convergence of the Taylor series? Help apprecia...
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Differentiable FUnctions September 29th 2010, 01:12 AM #1 Junior Member Sep 2010 Differentiable FUnctions a) Prove from definition that if f, g : R -->R are differentiable functions, then the product function fg is also differentiable. (b) Prove that if h : R --->R is a differentiable function that sati...
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Isn't Algebra Necessary? A recent New York Times article ponders if we should downgrade mathematics taught to high school and college students, and in particular, cut basic algebra. Seriously? A horizontal line may represent an unknown word in those fill-in-the-blank primary school comprehension tests ("The dog’s name ...
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Introduction to Polynomials - Problem 1 Polynomials; so in this particular problem we are just going to deal a little bit with some language and some specifics by polynomials. So up here I have g(x) which is a polynomial and the first thing we are asked is to state the degree of each term. So basically that’s just the ...
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How to calculate Gross Profit Ratio (Formula and Example) In order to calculate gross profit ratio we require cost of good sold and the net sales of a company. In other words we require the revenue and the cost of goods sold figures of a company. Revenue of the company is also called its net sales. So the formula to ca...
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Jarque-Bera test The Jarque-Bera test is used to check hypothesis about the fact that a given sample x[S ] is a sample of normal random variable with unknown mean and dispersion. As a rule, this test is applied before using methods of parametric statistics which require distribution normality. This test is based on the...
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[Numpy-discussion] ANN: NumPy 1.7.0b2 release Frédéric Bastien nouiz@nouiz.... Mon Sep 24 15:25:44 CDT 2012 I tested this new beta on Theano and discovered an interface change that was not there in the beta 1. New behavior: Old behavior: This break some Theano code that look like this: import numpy out = numpy.zeros(ou...
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Existence and Uniqueness of the Positive Definite Solution for the Matrix Equation Abstract and Applied Analysis Volume 2013 (2013), Article ID 216035, 4 pages Research Article Existence and Uniqueness of the Positive Definite Solution for the Matrix Equation Department of Mathematics, Heze University, Heze, Shandong 2...
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Sumneytown Math Tutor Find a Sumneytown Math Tutor ...I prefer the Phonics/Linguistic Method, so, unless parents have other materials that they want used, I always use an old Lippincott primer I have for children to practice phonics, along with home-made flash cards. I find phonology interesting and I have done som...
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An Artificial Intelligence Approach for Modeling and Prediction of Water Diffusion Inside a Carbon Nanotube Modeling of water flow in carbon nanotubes is still a challenge for the classic models of fluid dynamics. In this investigation, an adaptive-network-based fuzzy inference system (ANFIS) is presented to solve this...
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Finding standard deviation or error from normalized data. Hello All, I am trying to figure out how to find the standard deviation or error in sets of data. So lets say I have sets x1, x2, x3 and x4 with various values and I found the average and standard deviations for it. Now I have to take the averages, lets say a1, ...
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A Computer Evolution in Teaching Undergraduate Time Series. Erin M. Hodgess University of Houston - Downtown Journal of Statistics Education Volume 12, Number 3 (2004), www.amstat.org/publications/jse/v12n3/hodgess.html Copyright © 2004 by Erin Hodgess, all rights reserved. This text may be freely shared among individu...
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The weak field approximation Looks like I really don't have a feel for it. So I was working on this the other day. (arranged in order) http://img218.imageshack.us/img218/9613/1gx9.jpg http://img68.imageshack.us/img68/4677/2te4.jpg http://img68.imageshack.us/img68/7853/3jg9.jpg http://img68.imageshack.us/img68/6273/4qw8...
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Two stationary positive point charges, charge 1 of View the step-by-step solution to: Two stationary positive point charges, charge 1 of magnitude 4.00nC and... Home Tutors Physics Two stationary positive point ... This question has been answered by Expert on Sep 21, 2010. View Solution Two stationary positive point ch...
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Wolfram Demonstrations Project Simple Graphs and Their Binomial Edge Ideals This Demonstration illustrates the relationship between combinatorial properties of a simple graph and its binomial edge ideal (see the Details section for definitions). In particular, it can be used to verify that a graph is closed (for a give...
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K.: Messy genetic algorithms: Motivation, analysis, and first results Results 1 - 10 of 270 , 2000 "... Multi-objective evolutionary algorithms which use non-dominated sorting and sharing have been mainly criticized for their (i) O(MN computational complexity (where M is the number of objectives and N is the population...
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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: Suppose the unit square is divided into four parts by two perp...
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Friday, March 30, 2012 Game Recap & Discussion [SPOILERS] dhkendall wrote: I've heard of "Fermat's Last Theorem", but that's almost all I know about it. The only other thing I know about it is that it's some impossible math thing that wasn't proven until recently. That is it. Have no idea what it is about, and ...
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Silicon Raman amplifiers, lasers, and their applications Conference Proceeding Silicon Raman amplifiers, lasers, and their applications Dept. of Electr. Eng., California Univ., Los Angeles, CA, USA 10/2005; DOI:10.1109/GROUP4.2005.1516397 ISBN: 0-7803-9070-9 In proceeding of: Group IV Photonics, 2005. 2nd IEEE Internat...
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SPOJ.com - Problem CODESPTC SPOJ Problem Set (classical) 9723. Card Shuffling Problem code: CODESPTC Here is an algorithm for shuffling N cards: 1) The cards are divided into K equal piles, where K is a factor of N. 2) The bottom N / K cards belong to pile 1 in the same order (so the bottom card of the initial pile i...
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Below are the first 10 and last 10 pages of uncorrected machine-read text (when available) of this chapter, followed by the top 30 algorithmically extracted key phrases from the chapter as a whole. Intended to provide our own search engines and external engines with highly rich, chapter-representative searchable text o...
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Posts about math on Gas station without pumps Sam Shah and other math bloggers have started a challenge to encourage more math-teacher blogging Mission #1: The Power of The Blog | Exploring the MathTwitterBlogosphere: You are going to write a blog post on one of the following two prompts: □ What is one of you...
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Fast polynomial factorization and modular composition when quoting this document, please refer to the following URN: urn:nbn:de:0030-drops-17771 URL: http://drops.dagstuhl.de/opus/volltexte/2008/1777/ Kedlaya, Kiran ; Umans, Christopher Fast polynomial factorization and modular composition We obtain randomized algorith...
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TankSpot Calculator 07-24-2007, 07:06 PM TankSpot Calculator The TankSpot Calculator is a quick way of getting information that relates to Effective Health and Shield Slam damage. It is a simple input/output calculator. It is best used to help make gear choices when you are unsure whether Stamina or Armor would...
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This Article Bibliographic References Add to: Space-Variant Fourier Analysis: The Exponential Chirp Transform October 1997 (vol. 19 no. 10) pp. 1080-1089 ASCII Text ...
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Cryptology ePrint Archive: Report 2009/460 Asymptotic enumeration of correlation-immune boolean functionsE. Rodney Canfield and Zhicheng Gao and Catherine Greenhill and Brendan D. McKay and Robert W. RobinsonAbstract: A boolean function of n boolean variables is correlation-immune of order k if the function value is un...
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FOM: "Was sind und was sollen die Zahlen" Vladimir Sazonov sazonov at logic.botik.ru Tue Nov 11 16:38:23 EST 1997 Let me finish description of some aspects of formalizing Feasible Arithmetic. (This is a third message on this subject to FOM list.) I hope that after reading the following part the idea of this formalizati...
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Users Manual for LS-DYNA Concrete Material Model 159 PDF Version (1.49 KB) PDF files can be viewed with the Acrobat® Reader® Chapte...
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On Langlands Pairing and transfer factors up vote 5 down vote favorite In the paper "On the definition of transfer factors" Langlands and Shelstad define a certain number of factors $\Delta_{I}$, $\Delta_{II}$,$\Delta_{III,1}$,$\Delta_{III,2}$, which are roots of unity. Let consider the easy case where $G=SL_{2}$ over ...
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[FOM] Formalization Thesis vs Formal nature of mathematics Vladimir Sazonov Vladimir.Sazonov at liverpool.ac.uk Sat Dec 29 20:24:30 EST 2007 The question discussed so far is whether any mathematical theorem and its proof can be formalized, say, in ZFC. It appears as if "mathematical" is something which exists and makes...
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Posts Tagged with 'Calculus'—Wolfram|Alpha Blog Another year has flown by here at Wolfram|Alpha, and the gears are really turning! New data and features are flowing at a rapid rate. To celebrate, Wolfram|Alpha’s creator, Stephen Wolfram, will share what we’ve been working on and take your questions in a live Q&A. Pleas...
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Operations Research/Graphical LP solution We will now attempt to find an optimal solution to the linear programming model we introduced in the previous section. The method we will employ is known as the graphical method and can be applied to any problem with two decision variables. It basically consists of two steps: F...
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Erik D. Demaine Paper by Erik D. Demaine Erik D. Demaine and MohammadTaghi Hajiaghayi, “Bidimensionality: New Connections between FPT Algorithms and PTASs”, in Proceedings of the 16th Annual ACM-SIAM Symposium on Discrete Algorithms ( SODA 2005), Vancouver, British Columbia, Canada, January 23–25, 2005, pages ...
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[SciPy-user] NNLS in scipy Christian Meesters meesters@uni-mainz... Sun Jun 15 14:07:23 CDT 2008 I'd like to perform some "non-negatively constraint least squares" algorithm to fit my data, like this: Signal = SUM a_i C_i where C_i is some simulated signal and a_i the amplitude contributed by that simulated signal. Or ...
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Elimination of Arbitrary Constants Introduction to elimination of arbitrary constants The Differential Equations which have only one independent variable are called Ordinary. In the above equations x is the independent variable and y is the dependent variable. The Equations which have two or more independent variables ...
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Further Musings on Further Musings on "Multiplicand" and "Multiplier" Date: 06/09/2011 at 22:12:56 From: Carter Subject: clarification of math terms of multiplicand and multiplier I have seen Dr. Math's answer to the definition of multiplicand and multiplier, and would like to share my thoughts. Consider the possible ...
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Sum of first 100 Natural numbers If the qustion of sum of first 100 natural numbers is asked most people will readily answer as 5050 using n(n+1)/2 formula. When thesame question was asked to Carl Frederick Gauss, the greatest mathematician ever lived, when he was barely 5 years old, he solved it in a most natural and ...
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SI unit prefixes: a plea for sanity Computer programmers can skip to the next sub-heading. Computers work in binary. They measure things in binary numbers internally, at the hardware level. While you are seeing letters and decimal numbers on this page, the computer just sees streams of 1s and 0s. The successive digits ...
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A model of the universe is a mathematical description of how the scale factor R(t) evolves with time. In this chapter we develop some models of the universe. As a first approximation, consider the analogy of the Newtonian ball of self-gravitating particles. Gravity acts to try to pull the ball together. If the ball is ...
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Math Help September 7th 2009, 08:47 AM #1 Feb 2009 i am graphing objects by using level sets (setting z=a constant) and sections (setting x and y = a constant) i have to sketch.. 1.) f (x,y)= -2 2.) g(x,y)= cosy 3.) h(x,y)= 1-x any pointers/hints on how to do any of these? the first one doe...
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Guidelines for Convergence Authors MAA Convergence (where mathematics, history, and teaching converge!) publishes articles about the history of mathematics and its use in teaching. It is aimed at teachers of mathematics at both the secondary and collegiate levels. Preference is given to topics from grades 8-16 mathemat...
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Number of config. of a binary string invariant under cyclic permutation. up vote 0 down vote favorite The following combinatorial problem has bothered me quite a bit. I guess people smarter than me have given the problem some taught as the problem has obvious applications (e.g. to the Ising model), but I have not found...
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The Standard Cosmological Model 2.1 The Cosmological Principle Pietronero [13] argues that the evidence from redshift catalogs and deep galaxy counts is that the galaxy distribution is best described as a scale-invariant fractal with dimension D ~ 2. Others disagree ([14], [15]). I am heavily influenced by another ...
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Umesh Vazirani, and Vijay Vazirani. Matching is as easy as matrix inversion , 2012 "... Let G be a directed graph with n vertices and non-negative weights in its directed edges, embedded on a surface of genus g, and let f be an arbitrary face of G. We describe an algorithm to preprocess the graph in O(gn log n) time, s...
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When do 0-preserving isometries have to be linear? up vote 2 down vote favorite Let $\langle \mathbf{V},+,\cdot,||.|| \rangle$ be a normed vector space over $\mathbb{R}$. Let $f : \mathbf{V} \to \mathbf{V}$ be an isometry that satisfies $f(\mathbf{0}) = \mathbf{0}$ . What conditions on the vector space would or would n...
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solving for exteriors in a triangle December 1st 2010, 06:22 PM #1 solving for exteriors in a triangle I have very basic question about Alt. Ext if a have a triangle with the hypothenus facing right, and te to legs make a 90degree angle i have one say is X and the exterior is Y how do i find this? Huh? What...
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All in one Explorer All in one Explorer for Amibroker (AFL) Here i uploaded a afl which is a combination of some indicator. This afl was modified by Manish. Go to auto-analyser, In formula file pick the afl and click explore. It will explore for signals using many different indicators. Here is a screenshot of how the ...
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[Numpy-discussion] untenable matrix behavior in SVN Stéfan van der Walt stefan@sun.ac... Tue Apr 29 08:24:58 CDT 2008 Hi Charles 2008/4/29 Charles R Harris <charlesr.harris@gmail.com>: > May I add that if I edit defmatrix.py to act like an array for scalar > indexing, then the following works. > In [1]: a = matrix(eye(...
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Mathematical Proof/Methods of Proof/Proof by Induction The beauty of induction is that it allows a theorem to be proven true where an infinite number of cases exist without exploring each case individually. Induction is analogous to an infinite row of dominoes with each domino standing on its end. If you want to make a...
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Classical Electrodynamics, 3rd Edition Classical Electrodynamics, 3rd Edition ISBN: 978-0-471-30932-1 832 pages August 1998, ©1999 A revision of the defining book covering the physics and classical mathematics necessary to understand electromagnetic fields in materials and at surfaces and interfaces. The third editio...
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Smooth graphs L. Soukup: Smooth graphs A graph G on omega_1 is called <omega-smooth if for each uncountable subset W of omega_1, G is isomorphic to G[W-W'] for some finite W'. We show that in various models of ZFC if a graph G is <omega-smooth then G is necessarily trivial, i.e, either complete or empty. On the other h...
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Can anyone tell me about how to use the local density approximation in How do you mean 'use'? LDA is not a functional in itself, it's an ansatz, assuming the exchange-correlation energy for each point in the density can be described by each point in the density. Hence [tex]E_{xc}[\rho] = \int \rho(r)\epsilon(\rho(r))dr...
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[Numpy-discussion] tensor dot ? Travis Oliphant oliphant.travis at ieee.org Mon Aug 28 22:03:29 CDT 2006 Simon Burton wrote: >>>> numpy.dot.__doc__ > matrixproduct(a,b) > Returns the dot product of a and b for arrays of floating point types. > Like the generic numpy equivalent the product sum is over > the last dimensi...
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erimeter of a rhombus Perimeter of a rhombus Definition: The total distance around the outside of a Try this Drag any orange dot to resize the rhombus. The perimeter is calculated as you drag. How to find the perimeter of a rhombus Like any polygon, the perimeter is the total distance around the outside, which can be f...
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Homomorphisms and Factor Rings February 21st 2013, 02:12 AM Homomorphisms and Factor Rings Let R and R' be rings and let N and N' be ideals of R and R' respectively. Let $\phi$ be a homomorphism of R into R'. Show that $\phi$ induces a natural homomorphism $\phi_* : R/N \rightarrow R'/N'$ if $\ \ \phi [N] \...
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Real Analysis - Sequences 3 d.) Assuming this sequence is in the metric space $(M,d)$, if $\{b_n\}$ converges, then it is bounded. ( $\exists x_0\in M, R\in\mathbb{R}$ such that $d(x_0,b_n)<R~\forall n$) So $d(a_n,x_0)-R<d (a_n,b_n)~\forall n$. (Triangle Inequality) But since $\{a_n\}$ is unbounded, so is $d(a_n,x_0)$,...
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188 helpers are online right now 75% of questions are answered within 5 minutes. is replying to Can someone tell me what button the professor is hitting... • Teamwork 19 Teammate • Problem Solving 19 Hero • Engagement 19 Mad Hatter • You have blocked this person. • ✔ You're a fan Checking fan status... Thanks...
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differentiable function May 18th 2010, 12:52 PM #1 differentiable function suppose that f is a differentiable function with the derivative f'(x)=(x-1)(x+2)(x+3). determine the values of x for which the function f is increasing and the values for x for which the function is decreasing Should just be a simple...
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Natural numbers So, regarding the inclusion of the zero or not, I prefer to include it, because: (1) If you construct the naturals from set theory, then you start from the empty set, which is taken as 0, and obtain the others by applying successive applications of the successor function. however ultimately irrelevant i...
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Vector equation of a plane March 28th 2011, 03:35 PM Vector equation of a plane Write a vector and parametric equation for a plane that: b) contains (-5,9,-3) and is parallel to [x,y,z] = [1, -2, 7] + s[4, -1, -3] and [x,y,z] = [7,-2,15] + t[1,6,-8] I'm not sure where to start. Usually, when asking for ...
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Frontiers in Science Colloquium Date/Time/Room: Friday (3/2/2001) at 12:00 noon in 114 Chemistry Research Building Speaker: Hal L. Smith, Department of Mathematics, Arizona State University ``How Many Species Can a Given Number of Resources Support?''...
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uniform continuity theorem May 20th 2010, 09:34 AM #1 Junior Member Apr 2010 uniform continuity theorem The uniform continuity theorem says if f: A->N is continuous and Kin A is compact, then f is uniformly continuous on K. But if I take 1/n on [0,1] it is not uniformly continuous because as we approach 0 f...
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Artificial Intelligence: Problem Set 1 Assigned: Jan. 18 Due: Feb. 8 (NOte: Due date changed because class was cancelled for snow on Jan. 25) The BIN-PACKING PROBLEM problem is defined as follows: You are given and a collection of N objects with sizes S[1] ... S[N]. The problem is to pack these objects into bins of siz...
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What is the distance from the point (1,-3,8) to the x-axis? - WyzAnt Answers What is the distance from the point (1,-3,8) to the x-axis? What is the distance from the point (1,-3,8) to the x-axis? This is a calculus 3 question. Tutors, please to answer this question. Drop perpendicular to the x-axis, it intersects x-ax...
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Kids.Net.Au - Encyclopedia > User:Egil Sandbox are 100 m^2 liter 1000 cc The liter was defined in 1901 as the oldliter[?] 1.000028 dm^3 space occupied by 1 kg of pure water at l liter the temperature of its maximum density under a pres...
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st: RE: -infix- problem? [Date Prev][Date Next][Thread Prev][Thread Next][Date index][Thread index] st: RE: -infix- problem? From "Nick Cox" <n.j.cox@durham.ac.uk> To <statalist@hsphsun2.harvard.edu> Subject st: RE: -infix- problem? Date Tue, 13 May 2008 14:56:22 +0100 This is arguable. The help of -infix- d...
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HowStuffWorks "Someone told me that if there are 20 people in a room, there's a 50/50 chance that two of them will have the same birthday. How can that be?" This phenomenon actually has a name -- it is called the birthday paradox, and it turns out it is useful in several different areas (for example, cryptography and h...
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