论文标题
全息变换的全态离散系列量
Holographic transform for tensor product of holomorphic discrete series
论文作者
论文摘要
我们研究了与Rankin-Cohen支架相关的全息操作员，这些操作员是对称性破坏操作员，以限制SL2（R）的Holomorphic离散系列张量产物。此外，我们研究了这些操作员的几何解释及其与古典雅各比多项式的关系。
We study holographic operators associated with Rankin-Cohen brackets which are symmetry breaking operators for the restriction of tensor products of holomorphic discrete series of SL2(R). Furthermore, we investigate a geometrical interpretation of these operators and their relations to classical Jacobi polynomials.
