论文标题
兰金·科恩（Rankin-Cohen）支架在管型域上
Rankin-Cohen brackets on tube-type domains
论文作者
论文摘要
在管型结构域上的全体形态双分差算子获得了一个新的公式，该公式与两个标量塑性表示的张量产物的分解相关，从而推广了经典的Rankin-Cohen支架。该公式涉及几个变量的多项式系列，这些族可能被视为经典雅各比多项式的（弱）概括。
A new formula is obtained for the holomorphic bi-differential operators on tube-type domains which are associated to the decomposition of the tensor product of two scalar holomorphic representations, thus generalizing the classical Rankin-Cohen brackets. The formula involves a family of polynomials of several variables which may be considered as a (weak) generalization of the classical Jacobi polynomials.
