Let X,i.i.d. and Y1i. i.d. be two sequences of random variables with unknown distribution functions F(x) and G(y) respectively. X, are censored by Y1. In this p
Let J = {1,2,... }^d and let {Xj,j ∈ J} be an α-mixing sequence which is not necessarily stationary and let S(nA) be the sum of all Xj for which j/n ∈ A. It