Abstract
This paper deals with the spectral properties of boundary eigenvalue problems for systems of first order differential equations y' + A(0)y = lambda A(1)y with boundary conditions which depend on the spectral parameter polynomially. It is not assumed that Al is injective or surjective. The main results concern the completeness, minimality and Riesz basis properties of the corresponding eigenfunctions and associated functions.
Owner only: item control page
Altmetric
Altmetric