2006•jOURNAL OF southwest University for NationalitiesRequires access

The distribution solution of a class of Riemann boundary value problems and the inverse problems for generalized regular functions in Clifford analysis

Zeng Chun-yi

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Abstract

In this paper,we apply the method of operator T and Plemelj formula of Cauchy-Riemann equations in complex analysis,and obtain the integral representations of solutions about generalized regular functions for a class of Riemann boundary value problems and Riemann boundary value inverse problems.

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What this paper is about

In this paper,we apply the method of operator T and Plemelj formula of Cauchy-Riemann equations in complex analysis,and obtain the integral representations of solutions about generalized regular functions for a class of Riemann boundary value problems and Riemann boundary value inverse problems.

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Available abstract

In this paper,we apply the method of operator T and Plemelj formula of Cauchy-Riemann equations in complex analysis,and obtain the integral representations of solutions about generalized regular functions for a class of Riemann boundary value problems and Riemann boundary value inverse problems.

Key concepts: Mathematics, Boundary value problem, Riemann problem, Riemann sum, Riemann hypothesis, Mathematical analysis, Cauchy–Riemann equations, Clifford analysis

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