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A class of linear solvers based on multilevel and supernodal factorization
Yiming Bu
Computational and Numerical Mathematics
Research output
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Thesis
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Thesis fully internal (DIV)
259
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Dive into the research topics of 'A class of linear solvers based on multilevel and supernodal factorization'. Together they form a unique fingerprint.
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Engineering
Engineering
100%
Good Performance
100%
Numerical Experiment
100%
Recursive
100%
Subspace Method
100%
Engineering Application
100%
Rate of Convergence
100%
Linear Scale
100%
Linear Equation System
100%
Mathematics
Linear System
100%
Factorization
100%
Iterative Method
100%
Matrix (Mathematics)
50%
Numerical Experiment
50%
Convergence Rate
50%
Modern Science
50%
Sparse Linear Systems
50%
Linear Equation System
50%
Combinatorial Algorithm
50%
Computer Science
Linear Systems
100%
Critical Component
33%
Good Performance
33%
Computational Science
33%
Convergence Rate
33%
Engineering Application
33%
Preconditioner
33%
Linear Equation System
33%
Krylov Subspace Method
33%
Keyphrases
Combinatorial Algorithms
50%
Computational Engineering
50%
Compression Strategy
50%
Algebraic Preconditioners
50%
Local Solvers
50%
Linear System Solution
50%
Engineering Simulation
50%
Chemical Engineering
Linear Systems
100%