论文标题
kazhdan-lusztig多项式和子表达
Kazhdan-Lusztig polynomials and subexpressions
论文作者
论文摘要
我们完善了Deodhar的想法，其目标是Kazhdan-Lusztig多项式的计数公式。这是一个简单的观察结果，即人们可以使用Soergel的猜想解决方案来使歧义性涉及定义特征零（双叶）中的soergel双模型之间的某些形态。
We refine an idea of Deodhar, whose goal is a counting formula for Kazhdan-Lusztig polynomials. This is a consequence of a simple observation that one can use the solution of Soergel's conjecture to make ambiguities involved in defining certain morphisms between Soergel bimodules in characteristic zero (double leaves) disappear.
