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THE POINCAR-BERTRAND FORMULA ON THE BUILDING DOMAIN OF COMPLEX BIBALLS
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作者 龚定东 林良裕 《Acta Mathematica Scientia》 SCIE CSCD 2010年第1期341-349,共9页
The Poincare-Bertrand formula takes an important position in the study of complex singular integral. The Poincare-Bertrand formula on the complex sphere in the multidimensional complex Euclidian spaces was given by Sh... The Poincare-Bertrand formula takes an important position in the study of complex singular integral. The Poincare-Bertrand formula on the complex sphere in the multidimensional complex Euclidian spaces was given by Sheng Gong. Using the method of solid angular coefficient, the authors extend the Poincare-Bertrand formula on the complex sphere to the building domain of the complex biballs, and obtain a more general Poincare- Bertrand formula with the solid angular coefficients. 展开更多
关键词 building domain of complex biballs solid angular coefficients Poincar6-Bertrand formula
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Direct Solutions of Some Singular Integral Equations on the Building Domain of Complex Biballs
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作者 GONG Ding-dong GUO Yu-qin 《Chinese Quarterly Journal of Mathematics》 CSCD 2014年第1期39-44,共6页
By means of the method of solid angle coefficients and the permutation formula on the building domain of complex biballs,direct solutions of some singular integral equations with variable coefficients are discussed an... By means of the method of solid angle coefficients and the permutation formula on the building domain of complex biballs,direct solutions of some singular integral equations with variable coefficients are discussed and the explicit formulas for these solutions are obtained. 展开更多
关键词 the building domain of complex biballs solid angle coefficients singular integral equations with variable coefficients explicit solutions
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