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Nonlinear boundary value problem for biregular functions in Clifford analysis 被引量:19

Nonlinear boundary value problem for biregular functions in Clifford analysis
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摘要 The biregular function in Clifford analysis is discussed. Plemelj’s formula is obtained andnonlinear boundary value problem: is considered. Applying the methodof integral equations and Schauder fixed-point theorem, the existence of solution for the above problem is proved. The biregular function in Clifford analysis is discussed. Plemelj's formula is obtained andnonlinear boundary value problem: is considered. Applying the methodof integral equations and Schauder fixed-point theorem, the existence of solution for the above problem is proved.
作者 黄沙
出处 《Science China Mathematics》 SCIE 1996年第11期1152-1163,共12页 中国科学:数学(英文版)
基金 Project supported by the Natural Science Foundation of Hebei Province.
关键词 CLIFFORD analysis biregular FUNCTIONS NONLINEAR BOUNDARY VALUE problem. Clifford analysis, biregular functions, nonlinear boundary value problem.
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