On sampling and Dirac systems with eigenparameter in the boundary conditions
Consider the Dirac system when the eigenvalue parameter appears linearly in the boundary conditions. Sampling theorems are deduced for the case when the eigenparameter appears in one condition and then for the case of two boundary conditions. The results can be considered as applications of Kramer's sampling lemma in the scalar situation.
eigenvalue problems with eigenparameter in the boundary conditions
scientific article; zbMATH DE number 5911508
scientific article