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*functions of random variables are random variables. Example of cdf of X^2 |
m *functions of random variables are random variables. Example of cdf of X^2. Links to random vector and random function |
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Mathematically, this is known as the (generalised) [[problem of moments]]: for a given class of random variables ''X'', find a collection {''f<sub>i</sub>''} of functions such that the expectation values E[''f<sub>i</sub>''(''X'')] fully characterize the distribution of the random variable ''X''.
See also: [[discrete random variable]], [[continuous random variable]], [[probability distribution]], [[random vector]], [[random function]]
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