# Question: Show that the derivative of reduces to the form

Show that the derivative of

reduces to the form

reduces to the form

## Relevant Questions

In this problem, we formulate an alternative derivation of Equation ( 6.58) which gives the PDF of the order statistic, Ym , which is the th largest of a sequence of random variables, X1 ,X2, XN. Start by writing Ym (y) dy = ...Let the random variables U and V be as described. (a) Find the MAP estimator of U given the observation V = v. (b) Find the ML estimator of U given the observation V= v. (c) Find the LMMSE estimator of U given the ...Repeat Exercise 6.32 using MAP estimators. Let X, Y, and Z be the random vectors. (a) Find the LMMSE estimator of given {Y= y, Z= z}. (b) Find the LMMSE estimator of given {Y= x, Z= z}. (c) Find the LMMSE estimator of ...A radio astronomer is attempting to measure radio frequency (RF) emmisions from a certain star. However, these emissions are corrupted by a variety of independent noise sources including thermal noise in his receiving ...Consider a sequence of IID random variables, Xn n = 1, 2, 3… each with CDF FXn (x) FX (x) 1– Q (x –µ/ σ). This sequence clearly converges in distribution since FXn (x) is equal to FX (x) for all n. Show that this ...Post your question