摘要
Let {X j,j1} be a sequence of negatively associated random variables with EX j=0,EX 2 j<∞. In this paper a functional central limit theorem for negatively associated random variables under some conditions without stationarity is proved, which is the same as the results for positively associated random variables.
Let {X j,j1} be a sequence of negatively associated random variables with EX j=0,EX 2 j<∞. In this paper a functional central limit theorem for negatively associated random variables under some conditions without stationarity is proved, which is the same as the results for positively associated random variables.
