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Collocation and optimization initialization
E. J. Kansa
*
,
L. Ling
*
Corresponding author for this work
Department of Mathematics
Research output
:
Chapter in book/report/conference proceeding
›
Conference proceeding
›
peer-review
1
Citation (Scopus)
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Dive into the research topics of 'Collocation and optimization initialization'. Together they form a unique fingerprint.
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Keyphrases
Collocation
100%
Shape Parameter
100%
Meshless
50%
Convergence Rate
50%
Finite Element
50%
Large Values
50%
Root Mean Square Error
50%
Two Dimensional
25%
High-order
25%
Numerical Methods
25%
Minimization Problem
25%
Finite Difference
25%
Difference Basis
25%
Strong Form
25%
Poisson Equation
25%
Volumetric Method
25%
Extended Precision
25%
Arithmetic Precision
25%
Improved Greedy Algorithm
25%
Integration Level
25%
Spatial Refinement
25%
Point Collocation
25%
Radial Basis Collocation Method
25%
Local Integration
25%
Mathematics
Shape Parameter
100%
Finite Element Method
50%
Convergence Rate
50%
Mean Square Error
50%
Mathematical Method
25%
Finite Difference Method
25%
Greedy Algorithm
25%
Strong Form
25%
Poisson Equation
25%
Initial Estimate
25%
Radial Basis Function Collocation Method
25%
Extended Precision
25%
Engineering
Shape Parameter
100%
Finite Element Analysis
50%
Convergence Rate
50%
Root Mean Square Error
50%
Two Dimensional
25%
Numerical Method
25%
Greedy Algorithm
25%
Radial Basis Function
25%
Collocation Point
25%
Strong Form
25%
Initial Estimate
25%
Computer Science
Shape Parameter
100%
Convergence Rate
50%
Finite Element Analysis
50%
meshless
50%
Mathematical Method
25%
Radial Basis Function
25%
Greedy Algorithm
25%
Precision Arithmetic
25%
Initial Estimate
25%