Affine buildings and Hecke algebras

这个项目是突破性的科学。仿射建筑物、拉马努金复形和仿射赫克代数的表示论是数学研究的前沿，剑桥和普林斯顿最近的特别项目就是证明。该项目的成果将发表在一流的期刊上，并将在计算机代数系统中实现，以供世界范围的应用。 该项目可能会在其他学科产生流动效应，特别是通信网络，数学物理和计算机科学。

This project is breakthrough science. Affine buildings, Ramanujan complexes and the representation theory of affine Hecke algebras are on the cutting edge of research in mathematics, as evidenced by recent special programs at Cambridge and Princeton. The outcomes from this project will be published in first class journals and they will be implemented in computer algebra systems for world wide application. The project is likely to have flow-on effects in other disciplines, notably communication networks, mathematical physics and computer science.