Numerical Computation Based on the Method of Fundamental Solutions for a Cauchy Problem of Heat Equation

Ruihua Cao

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Numerical Computation Based on the Method of Fundamental Solutions for a Cauchy Problem of Heat Equation

机译：基于基本解法的热方程柯西问题的数值计算

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In this note, a boundary integral equation method coupled with the method of fundamental solutions for solving an inverse heat conduction problem is considered. The Tikhonov regularization method is employed for solving this system of equations. Determination of regularization parameter is based on GCV criterion. To illustrate our main results, some numerical examples are given.

机译：在本说明中，考虑了边界积分方程法与求解逆导热问题的基本解法相结合。 Tikhonov正则化方法用于求解该方程组。正则化参数的确定基于GCV准则。为了说明我们的主要结果，给出了一些数值示例。

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《Turkish Journal of Analysis and Number Theory》 |2014年第3期|共5页
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Ruihua Cao;
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中图分类数学;
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Numerical Computation Based on the Method of Fundamental Solutions for a Cauchy Problem of Heat Equation

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