Mathematical Sciences: Almost Everywhere Convergence in Probability and Ergodic Theory

这次会议将于1988年6月11日至14日在俄亥俄州立大学举行。会议的主题是“概率与遍历理论中的几乎处处收敛”。近年来，在这方面的研究已经取得了相当大的进展，包括Peterson对Berelson猜想的证明和Bourain对子序列的遍历定理的工作。布尔加恩将是主要演讲者之一。会议欢迎有兴趣的数学家，包括研究生，并可向俄亥俄州立大学数学系G.A.埃德加教授查询。计划出版一卷会议记录，其中的文件有待审阅。几乎处处收敛在数学的几个领域都有兴趣和应用，包括现代分析、概率论，特别是在随机过程中。

This conference will be held at Ohio State University June 11-14, 1988. The topic of the conference is "Almost Everywhere Convergence in Probability and Ergodic Theory." There has been considerable progress on the problems in this area in recent years, including Peterson's proof of Bergelson's conjecture and Bourgain's work on the ergodic theorem for subsequences. Bourgain will be one of the main speakers. The conference welcomes interested mathematicians, including graduate students, and inquiries should be addressed to Professor G. A. Edgar, Mathematics Department, Ohio State University. It is planned to have a volume of the proceedings of the conference, with the papers in it to be refereed. Almost everywhere convergence has interest and applications in several fields of mathematics, including Modern Analysis, Probability Theory, and in particular in Stochastic Processes.