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Accelerating calder#x00F3;n multiplicative preconditioner with multi-grade adaptive cross approximation algorithm

机译:用多级自适应交叉近似算法加速Calderón乘法权限

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In this paper, a multi-grade-oriented accelerating strategy with adaptive cross approximation (ACA) algorithm is presented for enhancing the efficiency of Calderón multiplicative preconditioner (CMP). CMP is a very successful preconditioner for stabilizing EFIE and easy to embed in conventional MoM codes. However, because of the complicated nature of this preconditioner, it gives rise to enormous computational cost additionally, which exceeds any other traditional one. Even with some fast algorithm, the computational efficiency is not satisfactory when the number of unknowns increases obviously in some cases. Here we employ the ACA algorithm with a multi-grade fashion to accelerate CMP for overcoming the CPU time and memory additional cost difficulty. Both complexity analysis and numerical experiments are given to demonstrate the performance of this strategy.
机译:在本文中,提出了一种具有自适应交叉近似(ACA)算法的多级导向的加速策略,用于提高CALDERNON乘法预处理器(CMP)的效率。 CMP是一个非常成功的预处理器,用于稳定efie,易于嵌入传统的妈妈代码。然而,由于该预处理者的复杂性,它还产生了巨大的计算成本,超过了任何其他传统的成本。即使有一些快速的算法,在某些情况下未知数的数量明显增加时,计算效率也不令人满意。在这里,我们采用了具有多等方式的ACA算法来加速CMP克服CPU时间和内存额外的成本困难。给出了复杂性分析和数值实验,以证明这种策略的性能。

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