U.S.-Venezuela Program: Workshop on Banach Space Theory; January 6-17, 1992; Merida, Venezuela

该奖项将为一个研究讲习班提供部分支持 关于巴拿赫空间理论将在洛杉矶大学举行 1992年1月6日至17日，委内瑞拉梅里达的安第斯山脉。 美国 组织者是爱荷华州大学的Bor-Luh Lin; 委内瑞拉的组织者是豪尔赫B。Vielma，P. 讲习班的 目的是促进合作研究和交流， 高级和初级参与者之间的想法，以及 美国和委内瑞拉数学家之间的关系 它还将 为建立未来合作提供机会 两国机构之间。 研讨会将集中在几个重要领域的巴拿赫 空间研究，如当地理论和研究 这些空间的几何性质，极端的研究 有界闭凸集的结构（Banach的一个焦点 过去25年的空间理论）、尼斯的存在 Banach空间中的等价范数和极小集，以及其他 主题中的几何Banach空间已经发现了许多 重要应用。 工作坊参与者亦会讨论 Banach空间技术在解析函数中的应用， 非线性分析，偏微分方程，固定 点理论

This award will provide partial support for a research workshop on Banach space theory to be held at the Universidad de los Andes (ULA) in Merida, Venezuela, January 6-17, 1992. The U.S. organizer is Bor-Luh Lin, of the University of Iowa; the Venezuelan organizer is Jorge B. Vielma, ULA. The workshop's aim is to stimulate cooperative research and the exchange of ideas between senior and junior participants, as well as between U.S. and Venezuelan mathematicians. It also would provide an opportunity for establishing future cooperation between institutions of the two countries. The workshop will focus on several important areas of Banach space research, such as the local theory and the study of geometrical properties of these spaces, the study of extreme structures of bounded closed convex sets (a focus of Banach space theory in the last 25 years), the existence of nice equivalent norms and minimal sets in Banach spaces, and other topics in which the geometry of Banach spaces has found many important applications. Workshop participants will also discuss applications of Banach space techniques to analytic functions, nonlinear analysis, partial differential equations, and fixed point theory.