Theorems about traces and the extension of distributions

Abstract

In this paper we present the necessary and sufficient condition of epimorphism of the operator where the Qi(d) are differential operators with constant coefficients, Rm is a subspace of Rn, and Hμ(Rn) and Hvi(Rm) are distribution spaces introduced in [1]. We prove the existence of a linear continuous operator π which is the right inverse of . There are 4 references.