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《JOURNAL OF NINGXIA UNIVERSITY(NATURAL SCIENCE EDITION)》 1998-01
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RIEMANN HILBERT BOUNDARY VALUE PROBLEM WITH HIGH ORDER SINGULARITIES

Xie Suying Department of Mathematics,Hebei University,071002,Baoding,China  
This paper mainly deals with the resovability of Riemann Hilbert boundary value problem for nonlinear elliptic systems of first order,where the boundary condition is with high order singularities. First Schwarz formula with high order singularities are given by introducing Hadamard principal value and five operaters,and by using above formula,and then the representatives of solutions and the numbers of resovable conditions have heen obtained.
【CateGory Index】: O175.25
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4 Meny Junxia (Department of mathematics,Hebei University. 071002,Baoding,PRC );THE SEALED FORM SOLUTION OF THREE-ELEMENT RIEMANN-TYPE BOUNDARY VALUE PROBLEM OF GENERALIZED ANALYTIC FUNCTION[J];JOURNAL OF NINGXIA UNIVERSITY(NATURAL SCIENCE EDITION);1996-01
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8 HU Song-lin, DU Jin-yuan (School of Math. and Statistics, Wuhan University, Wuhan 430072, China);ON RIEMANN-HILBERT BOUNDARY VALUE PROBLEM OF POLYDISK IN C~n[J];Journal of Mathematics;2005-05
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