论文标题
nonabelian稳定信封，带有后代的顶点函数以及$ q $ -Difference方程的积分解决方案
Nonabelian stable envelopes, vertex functions with descendents, and integral solutions of $q$-difference equations
论文作者
论文摘要
我们将椭圆稳定信封的构建概括为连接的还原群体的作用，并在相当普遍的情况下直接证明其存在和独特性。我们表明，这些枚举具有强大的枚举应用，特别是在顶点函数的计算及其单片中。
We generalize the construction of elliptic stable envelopes to actions of connected reductive groups and give a direct inductive proof of their existence and uniqueness in a rather general situation. We show these have powerful enumerative applications, in particular, to the computation of vertex functions and their monodromy.
