The Properties and Certain Riemann Boundary Value Problems of 2-regular Functions in Clifford Analysis
Yang Liu, Yang Pi-wen
Abstract
Yang Liu, Yang Pi-wen
Abstract
In this paper a class of 2-regular functions in Clifford Analysis is defined.Their representation,Cauchy type intergrals,Plemelj formula and other properties as well as certain Riemann boundary values problems are studied.A concrete formulation of solutions to this problem is obtained.
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In this paper a class of 2-regular functions in Clifford Analysis is defined.Their representation,Cauchy type intergrals,Plemelj formula and other properties as well as certain Riemann boundary values problems are studied.A concrete formulation of solutions to this problem is obtained.
Key concepts: Mathematics, Cauchy–Riemann equations, Clifford analysis, Riemann hypothesis, Boundary value problem, Riemann problem, Class (philosophy), Pure mathematics