标题: PERTURBATION RESULTS RELATED TO PALINDROMIC EIGENVALUE PROBLEMS
作者: Chu, E. K. -W.
Lin, W. -W.
Wang, C. -S.
应用数学系
Department of Applied Mathematics
关键字: anti-triangular form;eigenvalue;eigenvector;matrix polynomial;palindromic eigenvalue problem;palindromic linearization;palindromic pencil;perturbation
公开日期: 1-七月-2008
摘要: We investigate the perturbation of the palindromic eigenvalue problem for the matrix quadratic P(lambda) = lambda(2) A(1)* + lambda A(0) + A(1) with A(0), A(1) is an element of C(nxn) and A(0)* = A(0) (where * = T or H). The perturbation of eigenvalues in the context of general matrix polynomials, palindromic pencils, (semi-Schur) anti-triangular canonical forms and differentiation is discussed.
URI: http://dx.doi.org/10.1017/S144618110800031X
http://hdl.handle.net/11536/8684
ISSN: 1446-1811
DOI: 10.1017/S144618110800031X
期刊: ANZIAM JOURNAL
Volume: 50
Issue: 1
起始页: 87
结束页: 100
显示于类别:Articles


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