REPRESENTATION OF SOLUTIONS OF ONE CLASS OF A SYSTEM OF DIFFERENTIAL EQUATIONS IN THE COMPLEX PLANE
In this paper, we consider some systems of differential equations with linear right-hand sides with singular coefficients of the whole order. Given the identical execution condition of the compatibility of the systems, some solutions of the systems are found. Also applying them to the Cauchy integral theorems, as well as the residue theorems, we find the solution manifolds of the systems under study continuous in the entire given domain.