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Lower Bounds of the Smallest Singular Value of Matrices
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Lower Bounds of the Smallest Singular Value of Matrices
Lower Bounds of the Smallest Singular Value of Matrices
LP
Liao Ping
Liao Ping
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24 August 2021
journal article
Published by
Canadian Center of Science and Education
in
Journal of Mathematics Research
Vol. 13
(5)
,
p1
https://doi.org/10.5539/jmr.v13n5p1
Abstract
In this paper, we get a lower bound of the smallest singular value of an arbitrarily matrix A by the trace of H(A) and the Euclidean norm of H(A), where H(A) is Hermitian part of A, numerical examples show the e ectiveness of our results.
Keywords
SMALLEST
MATRIX
ARBITRARILY
NORM
TRACE
EUCLIDEAN
HERMITIAN
ECTIVENESS
SINGULAR VALUE