概率度量空间中一类概率有界序列的收敛定理

CONVERGENCE THEOREMS FOR A CLASS OF PROBABILISTIC BOUNDED SEQUENCES IN PROBABILISTIC METRIC SPACES

推广了拟—Picard迭代序列的概念,证明了概率度量空间中某些新的收敛定理,这些定理推广了游兆永[1]中所有主要结果。

In this paper, we generalize the concept of the quasi-Picard iteration sequences and prove some new convergence theorems in probabilistic metric spaces,which generalize all main theorems of You Zhaoyong [1].