Modern Algebraic Topology: Algebraic K-theory, Representation Theory, and Homotopy Theory

paul G. goerss该奖项为西北大学2001-2002年代数拓扑重点年提供部分资金。这个特殊年份的主要目标是发展同伦理论与其他数学领域之间的一些新联系，包括代数几何、群的上同调、代数k理论和A(1)同伦理论。在这一年中，这些领域的专家将进行一系列短期访问，还有少数长期访问。2001年秋季将召开“代数拓扑及其与群上同调和表示论的联系”的小型学术会议，2002年3月将召开“同伦论及其应用”国际学术会议。两人都将在西北大学学习。有关重点年和相关会议的更多信息，包括邀请演讲者、会谈时间表和住房信息，可在http://www.math.northwestern/~pgoerss/emphasis上获得。

DMS-0101121Paul G. GoerssThis award provides partial funding for the 2001-2002 Emphasis Year in Algebraic Topology at Northwestern University. The main goal of this special year is to develop some of the new connections between homotopy theory and other areas of mathematics, including algebraic geometry, cohomology of groups, algebraic K-theory, and A(1) homotopy theory. During the year there will be a series of short term visits by experts in these areas and a smaller number of longer term visitors. A mini-conference on algebraic topology and its connections with group cohomology and representation theory will be held in the Fall of 2001, and an international conference on Homotopy Theory and its Applications will be held in March of 2002. Both will be at Northwestern University. Further information about the Emphasis Year and the associated conferences, including invited speakers, schedule of talks, and housing information, will be available at http://www.math.northwestern/~pgoerss/emphasis.