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Analytical Methods for an Elliptic Singular Perturbation Problem in a Circle; Analysis rept

机译:圆中椭圆奇异摄动问题的解析方法;分析报告

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摘要

We consider an elliptic perturbation problem in a circle by using the analytical solution that is given by a Fourier series with coefficients in terms of modified Bessel functions. By using saddle point methods we construct asymptotic approximations with respect to a small parameter. In particular we consider approximations that hold uniformly in the boundary layer, which is located along a certain part of the boundary of the domain.

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