论文标题
Gelfand的球形衍生的Hecke代数的技巧
Gelfand's trick for the spherical derived Hecke algebra
论文作者
论文摘要
Gelfand的技巧表明，$ p $ adiC分配还原组的球形Hecke代数是可交换的。我们适应了该策略，以表明球形衍生的Hecke代数在系数环上的轻度假设下是分级的。
Gelfand's trick shows that the spherical Hecke algebra of a $p$-adic split reductive group is commutative. We adapt this strategy in order to show that the spherical derived Hecke algebra is graded-commutative under mild assumptions on the coefficient ring.
