GROWING POLYHARMONIC FUNCTIONS AND THE CAUCHY PROBLEM

Abstract

In this paper, the orderly polyharmonic function and its normal derivatives are studied by continuing it to the internal points of this field on the given values in a part of the boundary of the field, i.e. the solution of the Cauchy problem is given. This is one of the most inaccurate issues.

Identifiers

DOI

10.31838/jcr.07.07.62

Citations and references