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Fine numerical analysis of the crack-tip position for a Mumford-Shah minimizer
Zhilin Li,
Hayk Mikayelyan
School of Mathematical Sciences
Partial Differential Equations Research Group
Research output
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Journal Publication
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Article
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peer-review
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Dive into the research topics of 'Fine numerical analysis of the crack-tip position for a Mumford-Shah minimizer'. Together they form a unique fingerprint.
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Keyphrases
Analytic Analysis
50%
Augmented Immersed Interface Method
50%
Complex Plane
50%
Conformal Mapping
50%
Crack Discontinuity
50%
Crack Tip
50%
Crack Tip Location
100%
Dirichlet Boundary Condition
50%
Discontinuity Sets
50%
Free Boundary
100%
Free Boundary Problem
50%
Free Discontinuity Problems
100%
Irregular Domain
50%
Iterative Methods
50%
Jacobi Algorithm
50%
Jacobi Iteration
50%
Jacobian
50%
Laplace Equation
50%
Mumford-Shah
100%
Mumford-Shah Functional
50%
Neumann Boundary Condition
50%
Newton's Method
50%
Numerical Analysis
100%
Numerical Results
50%
Potential Problems
50%
Mathematics
Boundary Condition
100%
Complex Plane
100%
Conformal Mapping
100%
Dirichlet Boundary Condition
100%
Free Boundary Problem
100%
Iteration Method
100%
Iterative Method
100%
Laplaces Equation
100%
Numerical Analysis
100%
Open Question
100%