Spherical functions on the Grassmann manifold and generalized Jacobi polynomials. 2
[For Part I see the preceding review.] This is the second part of a two-part paper in which the author generalizes integrals for Legendre and Gegenbauer polynomials of even order via an integral formula for the zonal spherical functions on Grassmann manifolds \(G_{m,n-m}\). Further certain zonal and associated spherical functions on \(G_{m,n-m}\) are constructed in terms of invariate special functions.
scientific article; zbMATH DE number 1331291