COMPSCI 240 Lecture Notes - Lecture 13: Putty, European Route E6, Pci-X
4 Dec 2018
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Pdf should satisfy i a nonnegative i tx , y. I x , y x o for all l xi f ) Normalization e foot to tx , y i x , y ) dxdy = I a we can compute marginal pdfs txt xf fa tx , y ty ly ) Let tiny lay ) be a two dimensional uniform at pdf within. E 6 . txt y l xry ) =/ co it a ex e b and day ee. Y be joint continuous with it 0 ex. I u otherwise then putty ) h d= And marginal pdf "s of x and 4 txt x ) Pdf can be derived from the joint cost as a. It glxy ) is a linear function of. Markov and ohebysheu bounds a markov bound = For plx > , c) a condemn e ey ( c. > o ) random variable x on chebysheu bound .
