Uniqueness of Solution of the First Initial-Boundary Value Problem for Parabolic Systems with Constant Coefficients in a Semibounded Domain on the Plane

Аннотация

The first initial-boundary value problem is considered for a Petrovskii parabolic second-order system with constant coefficients in a semibounded domain with nonsmooth lateral boundary on the plane. The uniqueness of solution of this problem in Holder classes is proved.