A class of totally positive P-matrices whose inverses are M-matrices

Gassco M; Torregrosa JR

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A class of totally positive P-matrices whose inverses are M-matrices

机译：一类完全逆的M矩阵，它的逆是M矩阵

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In this work we introduce some technical conditions to prove that a P-matrix has an inverse M-matrix. We study a class of totally positive P-matrices whose inverses are M-matrices. (c) 2006 Elsevier Ltd. All rights reserved.

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《Applied mathematics letters》 |2007年第1期|共5页
作者
Gassco M; Torregrosa JR;
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原文格式 PDF
正文语种 eng
中图分类应用数学;
关键词
P-matrix; M-matrix; totally positive matrix; inverse M-matrix; NEVILLE ELIMINATION;

机译：P-矩阵;M-矩阵;完全正矩阵;逆M-矩阵;NEVILLE消除;
入库时间 2022-08-18 10:11:10

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专利

1. A class of totally positive P-matrices whose inverses are M-matrices [J] . Gassco M, Torregrosa JR Applied mathematics letters . 2007,第1期

机译：一类完全逆的M矩阵，它的逆是M矩阵
2. The inverse positivity of perturbed tridiagonal M-matrices [J] . Huang J., Huang T.-Z. Linear Algebra and its Applications . 2011,第1期

机译：扰动的三对角M矩阵的逆正定性
3. Inverse positivity of perturbed tridiagonal M-matrices [J] . Kennedy SC, Haynes RD Linear Algebra and its Applications . 2009,第8a9期

机译：扰动的三对角M矩阵的逆正性
4. The inverses of almost strictly totally positive matrices with staircase zero patterns [C] . Gu-fang Mou, Ting-zhu Huang MAO;International conference of matrices and operators . 2011

机译：具有楼梯零模式的几乎严格完全为正的矩阵的逆
5. Characterizations of matrices enjoying the Perron-Frobenius property and generalizations of M-matrices which may not have nonnegative inverses. [D] . Elhashash, Abed. 2008

机译：享受Perron-Frobenius属性的矩阵的刻画以及可能没有非负逆的M矩阵的推广。
6. A geometric calibration method for inverse geometry computed tomography using P-matrices [O] . Jordan M. Slagowski, David A. P. Dunkerley, Charles R. Hatt, -1

机译：利用P矩阵进行逆几何计算机断层扫描的几何校准方法
7. A class of totally positive P-matrices whose inverses are M-matrices [O] . Gassó M., Torregrosa Juan R. 2007

机译：一类完全为正的P矩阵，其逆为M矩阵
8. The Inverse of a Totally Positive Biinfinite Band Matrix [R] . de Boor, C. 1980

机译：完全正定的Biinfinite带矩阵的逆

A class of totally positive P-matrices whose inverses are M-matrices

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