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Stability of Solution of Sigular Integral Equations

Zhao Xinquan (The Applied Mathematics Department of the south-Central college for Nationalities, Wuhan 430074)  
This paper, based on[1], discusses the resolution of weight functions and the stability of solution of sigular integral equations with Cauchy Kernel on [-1,1] and the stable condition under Chebyshev Module. It establishes the solvability of the disturbed equation and thecontinuous reliance on the known functions for the solution of the equation.
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