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A boundary value problem for hypermonogenic functions in Clifford analysis
作者姓名:QIAO Yuying Hebei Normal University  Shijiazhuang  China
作者单位:QIAO Yuying Hebei Normal University,Shijiazhuang 050016,China
摘    要:This paper deals with a boundary value problem for hypermonogenic functions in Clifford analysis. Firstly we discuss integrals of quasi-Cauchy's type and get the Plemelj formula for hypermonogenic functions in Clifford analysis, and then we address Riemman boundary value problem for hypermonogenic functions.


A boundary value problem for hypermonogenic functions in Clifford analysis
QIAO Yuying Hebei Normal University,Shijiazhuang ,China.A boundary value problem for hypermonogenic functions in Clifford analysis[J].Science in China(Mathematics),2005,48(Z1).
Authors:QIAO Yuying
Institution:Hebei Normal University,Shijiazhuang 050016,China
Abstract:This paper deals with a boundary value problem for hypermonogenic functions in Clifford analysis. Firstly we discuss integrals of quasi-Cauchy's type and get the Plemelj formula for hypermonogenic functions in Clifford analysis, and then we address Riemman boundary value problem for hypermonogenic functions.
Keywords:Clifford analysis  quasi-Cauchy's integral  hypermonogenic functions  boundary value problem    
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