UPPER BOUND FOR THE NUMBER OF DISTINCT EIGENVALUES OF A PERTURBED MATRIX
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3
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SCOPUS

3

초록

In 2016, Farrell presented an upper bound for the number of distinct eigenvalues of a perturbed matrix. Xu (2017), and Wang and Wu (2016) introduced upper bounds which are sharper than Farrell's bound. In this paper, the upper bounds given by Xu, and Wang and Wu are improved.

키워드

Distinct eigenvaluesPerturbationGeometric multiplicityAlgebraic multiplicity
제목
UPPER BOUND FOR THE NUMBER OF DISTINCT EIGENVALUES OF A PERTURBED MATRIX
저자
Moon, SunyoPark, Seungkook
DOI
10.13001/1081-3810.3588
발행일
2018-03
유형
Article
저널명
Electronic Journal of Linear Algebra
34
페이지
115 ~ 124