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The stability of generalized analytic function when the boundary curve of domain of integration perturbs
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    Abstract:

    We discuss the stability of generalized analytic function when the boundary curve of domain of integration perturbs.The problem of stability is converted into the uniform convergence of the Fredholm singular integral equation,and then resolved by using the properties of the resolvent kernel of Freholm integral equation.

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LIU Hongai, SHANG Lin, WANG Chuanrong, SHU Zhibiao. The stability of generalized analytic function when the boundary curve of domain of integration perturbs[J]. Journal of Nanjing University of Information Science & Technology,2011,(6):556-559

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  • Received:May 04,2011
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