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Methods of computing weighted pseudoinverse matrices with singlar weights

机译:具有奇异权重的加权伪逆矩阵的计算方法

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摘要

Three iterative processes are constructed and investigated for computing weighted pseudoinverse matrices with singular weights and ML-weighted pseudoinverse matrices. Two of them are based on the decompositions of the weighted psedoinverse matrix with singular weights into matrix power series, and the third is a generalization of the Schulz method to nonsingular square matrices.
机译:构造和研究了三个迭代过程来计算具有奇异权重和ML加权伪逆矩阵的加权伪逆矩阵。其中两个基于具有奇异权重的加权伪逆矩阵分解为矩阵幂级数,第三个是将Schulz方法推广到非奇异方阵。

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