一类矩阵方程中心对称解的可信性验证

Journal of Jilin University Science Edition

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Credibility Verification of CentrosymmetricSolutions of a Class of Matrix Equations

SANG Haifeng, LI Min, LIU Panpan, LI Qingchun

College of Mathematics and Statistics, Beihua University, Jilin 132013, Jilin Province, China

Received:2016-10-20 Online:2017-09-26 Published:2017-09-26
Contact: LI Qingchun E-mail:liqingchun01@163.com

Abstract

CLC Number:

O242.29

SANG Haifeng, LI Min, LIU Panpan, LI Qingchun. Credibility Verification of CentrosymmetricSolutions of a Class of Matrix Equations[J].Journal of Jilin University Science Edition, 2017, 55(05): 1135-1140.

[1]	SANG Haifeng, LI Min, LIU Panpan, WANG Chunyan, LUAN Tian. Credibility Verification of Z-Eigenpairs of SymmetricTensors Based on InverseFree Newton’s Method [J]. Journal of Jilin University Science Edition, 2020, 58(1): 90-94.
[2]	ZHOU Shuo, BAI Yuan. Inverse Quadratic Eigenvalue Problem and Its OptimalApproximation Solution Based on Orthogonal Projection Methods [J]. Journal of Jilin University Science Edition, 2017, 55(01): 33-37.
[3]	LI Qingchun, ZHANG Shugong. Inclusion Interval of Coneigenvalues of a Matrix [J]. J4, 2008, 46(06): 1037-1041.
[4]	XIAO Yu shan, MA Qiu hong. Interval Estimation of Normal Mean withRespect to Asymmetric Loss Function [J]. J4, 2006, 44(05): 705-709.

Credibility Verification of CentrosymmetricSolutions of a Class of Matrix Equations

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