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Continuous methods for extreme and interior eigenvalue problems
Gene H. Golub, Li-Zhi Liao
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Corresponding author for this work
Department of Mathematics
Research output
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Contribution to journal
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Journal article
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peer-review
18
Citations (Scopus)
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Dive into the research topics of 'Continuous methods for extreme and interior eigenvalue problems'. Together they form a unique fingerprint.
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Keyphrases
Ordinary Differential Equations
100%
Interior Eigenvalue Problems
100%
Extreme Eigenvalue Problems
100%
Optimization Problem
66%
Eigenvector
66%
Solution of Equations
66%
Interior Eigenvalues
66%
Numerical Results
33%
Main Idea
33%
Merit Function
33%
Real Symmetric Matrix
33%
Extreme Eigenvalues
33%
Engineering
Eigenvalue
100%
Continuous Method
100%
Optimisation Problem
50%
Starting Point
50%
Eigenvector
50%
Main Idea
25%
Symmetric Matrix
25%
Merit Function
25%
Mild Condition
25%
Mathematics
Eigenvalue Problem
100%
Ordinary Differential Equation
100%
Eigenvalue
66%
Eigenvector
66%
Starting Point
66%
Real Symmetric Matrix
33%