Mathematical Sciences: Eighth International Conference on Probability in Banach Spaces; July 7-20, 1991, Brunswick, ME

在过去的十年里， Banach空间中概率区域与 现代经验过程理论，其主要思想来自一个 在另一个中具有一个或多个有用的类似物。 会议 这笔赠款将支持分为两个一周 sessions. 第一，致力于概率在可分巴拿赫 空间，将涵盖新的有限维极限等主题 定理，新的无限维极限定理，证明 Banach空间中的概率定理及其应用 分析结果和随机集。 第二周，致力于 经验过程理论，将涵盖瓦普尼克-切尔沃年基斯的新工作 组合学，熵条件，非线性泛函和其他 统计方面。 本次会议将于7月7日至20日在鲍登学院举行。 会议的每一周都将包括一个小型课程， 关于最近成果的个别讲座。 这将提供一个 为分析师、概率学家和统计学家提供了良好的氛围 从这两个相互重叠的领域来相互作用。

During the past ten years there has been a close symbiotic relationship between the areas of probability in Banach Spaces and modern empirical process theory, with the main ideas from one having one or more useful analogues in the other. The conference which this grant will support is divided into two one-week sessions. The first, devoted to probability in separable Banach spaces, will cover such topics as new finite-dimensional limit theorems, new infinite-dimensional limit theorems, proofs of probabilistic theorems in Banach spaces and applications of these results to analysis and random sets. The second week, devoted to empirical process theory, will cover new work on Vapnik-Cervonenkis combinatorics, entropy conditions, non-linear functionals and other statistical aspects. This conference will be held July 7-20 at Bowdoin College. Each week of the conference will be composed of a minicourse and individual lectures on recent results. This will provide an excellent atmosphere for analysts, probabilists and statisticians from these two overlapping fields to interact.