Generalized Green's matrix for linear pulse boundary-value problems
We establish an algebraic criterion of solvability, study the structure of general solutions of linear boundary-value problems for systems of differential equations with pulse effects, and construct the generalized Green's matrix.
English version (Springer): Ukrainian Mathematical Journal 46 (1994), no. 7, pp 929-937.
Citation Example: Karandzhulov L. I. Generalized Green's matrix for linear pulse boundary-value problems // Ukr. Mat. Zh. - 1994. - 46, № 7. - pp. 849–856.