Mathematical Sciences: The Second Meeting on Applications ofGroup Theory to Math-Physics; June 28-July 7, 1988; Athens, Georgia

本“小组申请第二次会议 “从理论到数学-物理”旨在鼓励未来 数学和物理的共同努力，就像 它的前身是1982年的芝加哥AMS-SIAM会议 数学家和物理学家，人数大致相等， 将介绍和比较数学结构方面的工作 以及目前共同感兴趣的物理模型。 具体的主题包括无限的表示 维李结构，弦和量子场。 群论是一门数学学科， 与物理学的几个领域的联系。 物理学家 应用这一理论，导致进一步发展， 群论和物理学的相关领域。

This "Second Meeting on Applications of Group Theory to Math-Physics" is designed to encourage future joint efforts between mathematics and physics, just as did its predecessor, the 1982 Chicago AMS-SIAM meeting. Mathematicians and physicists, in roughly equal numbers, will present and compare work on mathematical structures and physical models of current mutual interest. Specific topics include representations of infinite dimensional Lie structures, strings, and quantum fields. Group theory is a mathematical subject with deep connections to several areas of physics. Physicists apply this theory, leading to further development in both group theory and the relevent areas of physics.