相關廣義高氏隨機變數之收斂定理

Abstract

Let {Xn}n=1∞ be a sequence of random variables let a be real numbers.The convergence of ∑ k=1 ∞ ankXnk has been studied by Chow for the case where {Xk}k=1 ∞ is an independent sequence. The present paper extends some of Chow's results to the case of dependent sequence {Xk}k=1 ∞