Complete Moment Convergence For Weighted Sums Of Arrays Of Rowwise î‹“-mixing Random Variables

be an array of rowwise ρ-mixing random variables with mixed coefficient ρn(·) and lii The complete moment convergence for weighted sums of )are studied. Three theorems and a corollary for weighted sums of arrays of rowwise ρ-mixing random variables are obtained by utilizing the Rosenthal type maximal inequalities of ρ-mixing random variables. These results extend the related known works of Lanzinger and Stadtmuller[5] in i. i. d. case and Liang and Zhang[6] in NA case.