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Half-Sweep Geometric Mean Method for Solution of Linear Fredholm Equations

机译:线性Fredholm方程解的半扫描几何均值方法

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The objective of this paper is to examine the application of the Half-Sweep Geometric Mean (HSGM) method by using the half-sweep approximation equation based on quadrature formula to solve linear integral equations of Fredholm type. The formulation and implementation of the Full-Sweep Geometric Mean (FSGM) and Half-Sweep Geometric Mean (HSGM) methods are also presented. Some numerical tests were carried out to show that the HSGM method is superior to the FSGM method in the sense of complexity and execution time.Keywords: Fredholm integral equations; quadrature formula; half-sweep geometric mean method.
机译:本文的目的是通过使用基于正交公式的半扫描近似方程来求解Fredholm型线性积分方程,来研究半扫描几何均值(HSGM)方法的应用。还介绍了全扫描几何平均值(FSGM)和半扫描几何平均值(HSGM)方法的制定和实现。进行了一些数值测试,结果表明,从复杂度和执行时间的角度来看,HSGM方法优于FSGM方法。正交公式半扫描几何均值法。

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