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Numerical integration of functions with a very small significant support

机译:功能的数值集成,支持量很小

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摘要

In some applications, one has to deal with the problem of integrating, over a bounded interval, a smooth function taking significant values, with respect to the machine precision or to the accuracy one wants to achieve, only in a very small part of the domain of integration. In this paper, we propose a simple and efficient numerical approach to compute or discretize integrals of this type. We also consider a class of second kind integral equations whose integral operator has the above behavior. Some numerical testing is presented.
机译:在某些应用中,必须解决的问题是,在有限的时间间隔内,集成一个平滑函数,该平滑函数仅在很小一部分域中就机器精度或想要达到的精度而言,取有意义的值整合。在本文中,我们提出了一种简单有效的数值方法来计算或离散这种类型的积分。我们还考虑了一类第二类积分方程,其积分算子具有上述行为。提出了一些数值测试。

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