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Distribution Function Technique Overview by thermopolis3012 is a document available to read on EtoBox.
This chapter discusses three techniques - distribution function, transformation, and moment-generating function - for finding the probability distribution of functions of one or more random variables. The distribution function technique involves finding the distribution function F(y) = P(Y < y) where Y is a function of random variables X1, X2, etc., and then differentiating F(y) to obtain the density function f(y). Examples are provided of using this technique to find the distributions when Y = X4, Y = eX,
- Author
- thermopolis3012
- Language
- EN