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Parallel algorithms with local Fourier basis
Marc Garbey, Damien Tromeur-Dervout
Department of Surgery
Houston Methodist
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peer-review
5
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Dive into the research topics of 'Parallel algorithms with local Fourier basis'. Together they form a unique fingerprint.
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Keyphrases
Parallel Algorithm
100%
Fourier Basis
100%
Domain Decomposition
33%
Domain Decomposition Method
33%
Numerical Efficiency
16%
Complex Structure
16%
Incompressible Navier-Stokes Equations
16%
Superposition Principle
16%
Overlapping Domain Decomposition
16%
Stream Function
16%
Combustion Problem
16%
Frontal Polymerization
16%
Parallel Efficiency
16%
Interface Problem
16%
Method Parameters
16%
Non-periodic Boundary Conditions
16%
High-order Accurate
16%
Planar Complex
16%
Fourth Order Operator
16%
Periodic Extension
16%
Helmholtz Problem
16%
Priori Estimates
16%
Biharmonic
16%
Computer Science
Parallel Algorithm
100%
Domain Decomposition
100%
Domain Decomposition Methods
66%
MIMD
33%
Parallel Efficiency
33%
Method Parameter
33%
Complex Structure
33%
incompressible navi stoke equation
33%
Space Dimension
33%
Periodic Extension
33%
Boundary Condition
33%
Engineering
Fourier Series
100%
Domain Decomposition
50%
Domain decomposition methods
33%
Illustrates
16%
Boundary Condition
16%
Helmholtz's Law
16%
Navier-Stokes Equation
16%
Grid Point
16%
Fourth Order
16%
Superposition Principle
16%
Polymerization
16%
Complex Structure
16%
Space Dimension
16%
Model Problem
16%
Streamfunctions
16%
Mathematics
Fourier Series
100%
Domain Decomposition
83%
Decomposition Method
33%
Navier-Stokes Equation
16%
Fourth-Order
16%
Boundary Condition
16%
Grid Point
16%
Periodic Extension
16%
Complex Structure
16%
Superposition Principle
16%
Space Dimension
16%
Priori Estimate
16%