论文标题
量子$ k $ - $ g/p $和$ k $的理论 - 仿生的植物学
Quantum $K$-theory of $G/P$ and $K$-homology of affine Grassmannian
论文作者
论文摘要
本文是$ k $的$ k $理论类似物，这是第一个名叫彼得森·莱姆·辛莫佐诺（Peterson-Lam-Shimozono）定理的新证明，这是通过Savelyev对Seidel代表的概括。结果是Lam-Li-Mihalcea-Shimozono的猜想的新证明，包括将其扩展到抛物线箱，首先是由Kato验证的。
This paper is the $K$-theoretic analogue of a recent new proof, given by the first named author, of Peterson-Lam-Shimozono's theorem via Savelyev's generalization of Seidel representations. The outcome is a new proof of Lam-Li-Mihalcea-Shimozono's conjecture, including its extension to the parabolic case, which was first verified by Kato.
