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首页> 外文期刊>Computational mathematics and mathematical physics >Numerical Solution of the Matrix Equations AX + X ~TB = C and AX + X*B = C in the Self-Adjoint Case
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Numerical Solution of the Matrix Equations AX + X ~TB = C and AX + X*B = C in the Self-Adjoint Case

机译:自伴情况下矩阵方程AX + X〜TB = C和AX + X * B = C的数值解

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摘要

The numerical algorithms for solving equations of the type AX + X~TB = C or AX + X*B = C that were earlier proposed by the authors are now modified for the situations where these equations can be regarded as self-adjoint ones. The economy in computational time and work achieved through these modifications is illustrated by numerical results.
机译:现在,针对这些方程可以视为自伴方程的情况,修改了作者早先提出的用于求解AX + X〜TB = C或AX + X * B = C类型的方程的数值算法。数值结果说明了通过这些修改节省的计算时间和工作量。

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