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Convergent finite difference solvers for viscosity solutions of the elliptic Monge-Ampère equation in dimensions two and higher
Brittany D. Froese, Adam M. Oberman
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peer-review
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Dive into the research topics of 'Convergent finite difference solvers for viscosity solutions of the elliptic Monge-Ampère equation in dimensions two and higher'. Together they form a unique fingerprint.
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Keyphrases
Viscosity Solutions
100%
Monge
100%
Finite Difference Solvers
100%
Solution Method
33%
Solution of Equations
33%
Geometric Optics
33%
Partial Differential Equations
33%
Image Processing
33%
Novel Solutions
33%
Systematic Method
33%
Exact Solutions
33%
Monotone
33%
Image Registration
33%
Finite Difference Discretization
33%
Computational Results
33%
Wide Stencil
33%
Newton Iteration
33%
Newton's Method
33%
Dynamic Meteorology
33%
Surface Theory
33%
Geometric Surfaces
33%
Damped Newton Method
33%
Mathematics
Higher Dimensions
100%
Viscosity Solution
100%
Two Dimensions
100%
Monge-Ampre Equation
100%
Newton's Method
66%
Partial Differential Equation
33%
Three-Dimension
33%
Discretization
33%
Numerical Approach
33%
Image Processing
33%
Starting Point
33%
Newton Iteration
33%
Geometric Surface
33%