Dirichlet series of two variables, real analytic Jacobi–Eisenstein series of matrix index, and Katok–Sarnak type result
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DOI: 10.1515/forum-2017-0119
Abstract: We study a real analytic Jacobi–Eisenstein series of matrix index and deduce several arithmetically interesting properties. In particular, we prove the followings: (a) Its Fourier coefficients are proportional to the average values of the Eisenstein… read more here.
Keywords: analytic jacobi; jacobi eisenstein; eisenstein series; real analytic ... See more keywords