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Linear interpolation problems for matrix classes and a transformational characterization of M-matrices

机译:矩阵类的线性插值问题和M矩阵的变换特征

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摘要

The linear interpolation problem (LIP) for a class of matrices G asks for which pairs of vectors x, y there exists a matrix A is an element of G such that Ax = y. The LIP is solved for M-matrices, P-matrices, H-matrices, and H+-matrices. In addition, a transformational characterization is given for M-matrices that refines the known one for P-matrices. There is no such characterization for H- or H+-matrices. (C) 2001 Elsevier Science Inc. All rights reserved. [References: 3]
机译:一类矩阵G的线性插值问题(LIP)询问存在哪对向量x,y,矩阵A是G的元素,使得Ax = y。对L矩阵求解M矩阵,P矩阵,H矩阵和H +矩阵。此外,对M矩阵进行了变换表征,从而完善了已知的P矩阵。对于H-或H +矩阵没有这样的表征。 (C)2001 Elsevier Science Inc.保留所有权利。 [参考:3]

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