Remarks on restriction eigenfunctions in .
Reproducing kernels and contractive divisors in Bergman spaces
Reproducing kernels and Riccati equations
The purpose of this paper is to exhibit a connection between the Hermitian solutions of matrix Riccati equations and a class of finite dimensional reproducing kernel Krein spaces. This connection is then exploited to obtain minimal factorizations of rational matrix valued functions that are J-unitary on the imaginary axis in a natural way.
Reproducing Kernels for Harmonic Bergman Spaces of the Unit Ball.