Finite Simple Groups, Geometries, Buildings, and Related Topics - Conference in Honor of Ernest Shult

2001年3月22日至3月25日，将在堪萨斯州立大学举行一次以厄尼·舒尔特为荣誉的会议。会议将涉及约30会谈的代数和几何的那些部分，教授舒尔特作出了重大贡献，在长期和杰出的职业生涯。因此，会议将关注有限单群理论的发展，与这些群体相关的几何，并与这些几何的推广。群论可以描述为与对称性相关的代数，特别是有限群提供了丰富的数学结构和丰富的应用。有限单群可以看作是所有有限群组成的“原子”，因此，二十年前有限单群分类的宣布是数学上的一个里程碑。这次会议将集中讨论有可能（也许是第一次）令人满意地处理这一基本结果的事态发展。几何和群论之间的相互作用一直是丰富的两个主题，并将提供第二个重点为这次会议。

A conference in honor of Ernie Shult will be held at Kansas State University, from March 22 through March 25, 2001. The conference will involve approximately thirty talks on those parts of algebra and geometry to which Professor Shult has made significant contributions in a long and distinguished career. Thus, the conference will be concerned with developments in the theory of finite simple groups, with geometries related to those groups, and with generalizations of such geometries.Group theory can be described as the algebra associated with symmetry, and finite groups in particular afford a rich mathematical structure and wealth of applications. The finite simple groups may be viewed as the "atoms" of which all finite groups are composed, and for this reason, the announcement, twenty years ago, of the classification of the finite simple groups was a milestone in mathematics. The conference will focus on developments which promise to provide, perhaps for the first time, a satisfactory treatment of this fundamental result. The interplay between geometry and group theory has always been enriching for both subjects and will provide a second focus for this conference.