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Fundamental solutions of degenerate or singular elliptic equations
Authors:William F Moss
Affiliation:School of Mathematics, Georgia Institute of Technology, Atlanta, Georgia 30332 U.S.A.
Abstract:Exitence of fundamental solutions is established for a class of degenerate or singular, second-order, linear elliptic partial differential equations. This class contains, for example, Tricomi's equation in the upper half-plane which arises in the study of aerodynamics; the equation of Weinstein's generalized axially symmetric potential theory which arises in the study of fluid dynamics and elasticity; and Schrödinger's equation with a singular potential which arises in quantum mechanics.
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