可测函数列的近一致收敛性

Near Uniform Convergence of a Sequence of Measurable Functions

本文研究可测函数列极限与级数和的换序问题，给出了可测函数列近一致收敛的若干充分条件，并证明了它们的等价性。

In this paper we disscuss the problem of commutating order in connection with thelimit and sum of series of a sequence of measurable functions, It is our purpose to providesome sufficient conditions of near uniform convergence of a seouence of measurable functionsane their equivalent relations are proved.