论文标题
$ q $ whittaker多项式的调查
A Survey of $q$-Whittaker polynomials
论文作者
论文摘要
利用$ q $ - 惠泰克多项式作为（修改）麦克唐纳多项式的专业化而出现的事实，我们得出了它们的一些基本属性，并探索了他们满足的有趣身份。我们还展示了它们是如何作为$§_n$模型的级别的frobenius特性而产生的，并为相关的皮埃利公式提供了组合方法。
Exploiting the fact that the $q$-Whittaker polynomials arise as a specialization of the (modified) Macdonald polynomials, we derive some of their basic properties, and explore interesting identities that they satisfy. We also show how they arise as graded Frobenius characteristics of $§_n$-modules, and give a combinatorial approach to associated Pieri formulas.
