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A Class of Singular Integral Equation of Convolution Type with CSC(τ- θ) Kernel

A Class of Singular Integral Equation of Convolution Type with CSC(τ- θ) Kernel
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摘要 In this paper, we propose and discuss a class of singular integral equation of convolution type with csc(τ- θ) kernel in class L2[-π, π]. Using discrete Fourier transform and the lemma, this kind of equations is transformed to discrete system of equations, and then we obtain the solvable conditions and the explicit solutions in class L2[-π, π]. In this paper, we propose and discuss a class of singular integral equation of convolution type with csc(τ- θ) kernel in class L2[-π, π]. Using discrete Fourier transform and the lemma, this kind of equations is transformed to discrete system of equations, and then we obtain the solvable conditions and the explicit solutions in class L2[-π,π].
作者 LI Ping-run
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 2014年第4期620-626,共7页 数学季刊(英文版)
基金 Supported by the Qufu Normal University Youth Fund(XJ201218)
关键词 singular integral equation convolution type csc(τ-θ) kernel singular integral equation convolution type csc(τ- θ) kernel
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