Summaries for mathematics for college and high school

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Markov Chains Summary - Essay - Mathematics

Assume that X » exp(¸), by which we mean that X has an exponential distribution with rate ¸. Then X has mean 1=¸; i.e., EX = 1=¸. Also the variance is V ar(X) = (EX)2 = 1=¸2. In addition, assume that Y » exp(¹) and Xi » exp(¸i) for i = 1; ¢ ¢ ¢ ;...

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Summary-Numerical Analysis-Lecture Slides

This course contains solution of non linear equations and linear system of equations, approximation of eigen values, interpolation and polynomial approximation, numerical differentiation, integration, numerical solution of ordinary differential eq...
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