BOUNDARY VALUES OF PARTIAL DERIVATIVES OF POISSON INTEGRAL
Marston Morse · OSTI OAI (U.S. Department of Energy Office of Scientific and Technical Information) · 1961
A simple proof is given for a theorem on the boundary values of the flrst partial derivatives of a function U/sup P/, harmonic on the interior of an (n-1) sphere S, in the case where the boundary values of U/sup P/ on S depend in a special way on a parameter p on an arbitrary Hausdorff space GAMMA . (D.L.C.)