Accession Number : AD0293211

Title :   REFLECTION LAWS OF FOURTH ORDER ELLIPTIC DIFFERENTIAL EQUATIONS IN TWO INDEPENDENT VARIABLES

Corporate Author : CALIFORNIA UNIV BERKELEY

Personal Author(s) : BROWN,ROBERT DILLON

Report Date : DEC 1962

Pagination or Media Count : 1

Abstract : California U. Berkeley. ON THE REFLECTION LAWS OF FOURTH ORDER ELLIPTIC DIFFERENTIAL EQUATIONS IN TWO INDEPENDENT VARIABLES, by R. D. Brown Oct 62, 58p. incl. illus. 7 refs. (Technical rept. no. 18) (Contract Nonr-22262) Unclassified r port DESCRIPTORS: *Partial differential equations, *Real variables, *Mathematical analysis. Identifiers: Analytic continuation, Elliptic PDE.A study is made of the analytic continuation of solutions of elliptic partial differential equations in two independent variables across an analytic boundary on which they satisfy further analytic equations connecting the point of the boundary and the values of the solution and of various of its partial derivatives. I this report a general type of fourth order elliptic equation with co stant coefficients is considered. (Author)

Descriptors :   *MATHEMATICAL ANALYSIS, *PARTIAL DIFFERENTIAL EQUATIONS, *REAL VARIABLES

Distribution Statement : APPROVED FOR PUBLIC RELEASE