论文标题
支持Singulier et hologie des fibers d de Springer offines
Support singulier et homologie des fibres de Springer affines
论文作者
论文摘要
我们为各种无限尺寸堆栈提供了单一支持的理论，并建立了多种功能性能。然后，我们应用该理论来计算Grothendieck-Springer Aggine Springer捆的奇异支持，并将其依赖于Goresky-Kottwitz-McPherson的局部构造，沿根估值沿根估值沿根估值的同源性。
We develop a theory of singular support for various infinite dimensional stacks and establish several functoriality properties. Then we apply this theory to compute the singular support of the Grothendieck-Springer affine Springer sheaf and rely it to the local constancy conjecture of Goresky-Kottwitz-McPherson on the homology of affine Springer fibers along the root valuation stratification.
