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The snap-back pivoting method for symmetric banded indefinite matrices
Dror Irony
*
,
Sivan Toledo
*
Corresponding author for this work
School of Computer Science
Tel Aviv University
Research output
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Article
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peer-review
6
Scopus citations
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Dive into the research topics of 'The snap-back pivoting method for symmetric banded indefinite matrices'. Together they form a unique fingerprint.
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Keyphrases
Band Matrix
20%
Banded Structure
80%
Diagonal Element
20%
Diagonal Form
20%
Factorization Method
20%
Indefinite Matrix
100%
Linear Solver
20%
Off-diagonal
20%
Partial pivoting
40%
Pivoting Methods
100%
Reduced Matrix
80%
Snapback
100%
Symmetric Indefinite Matrix
20%
Symmetric Matrices
20%
Tridiagonal
60%
Unsymmetrical
20%
Mathematics
Banded Matrix
25%
Diagonal
25%
Diagonal Element
25%
Diagonal Form
25%
Factorization Method
25%
Gaussian Distribution
25%
Linear Equation
25%
Matrix (Mathematics)
100%
Partial Pivoting
50%
Reduced Matrix
100%
Symmetric Matrix
25%
Engineering
Band Structure
100%
Defects
25%
Diagonal Element
25%
Diagonal Form
25%
Gaussians
25%
Linear Equation
25%
Partial Pivoting
50%
Symmetric Matrix
50%