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Continuous Distribu Tions

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The Gaussian distribution - Washington University in St. Louis

www.cse.wustl.edu

modeling continuous random variables. The probability density function of the univariate (one-dimensional) Gaussian distribution is ... Gaussian distribu-tions. The elliptical shape of the contours is clear. The Gaussian distribution has a number of convenient analytic properties, some of which we describe below. Marginalization

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Lecture 1: Entropy and mutual information

www.ece.tufts.edu

3 Continuous random variables ... Relative entropy A very natural way to measure the distance between two probability distribu-tions is the relative entropy, also sometimes called the Kullback-Leibler divergence. Definition The relative entropy between two probability distributions p(x) and q(x) is given by ...

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Random Variables Applications - University of Texas at Dallas

personal.utdallas.edu

Bivariate distributions, also called joint distribu-tions, are probabilities of combinations of two variables. For discrete variables X and Y, the joint probability dis-tribution or joint probability mass function of X and Y is defined as: P(x,y) ≡ P(X = x and Y = y) for all pairs of values x and y. As in the univariate case, we require:

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Lecture 6 Moment-generating functions

web.ma.utexas.edu

Sep 25, 2019 · Moment-generating functions are just another way of describing distribu-tions, but they do require getting used as they lack the intuitive appeal of pdfs or pmfs. Definition 6.1.1. The moment-generating function (mgf) of the (dis-tribution of the) random variable Y is the function mY of a real param-eter t defined by mY(t) = E[etY],

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CHAPTER 2 Estimating Probabilities

www.cs.cmu.edu

available data, and (2) be smart about how we represent joint probability distribu-tions. 2 Estimating Probabilities Let us begin our discussion of how to estimate probabilities with a simple exam-ple, and explore two intuitive algorithms. It will turn out that these two intuitive

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