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Fourth order partial differential equations on general geometries
John B. Greer
, Andrea L. Bertozzi
,
Guillermo Sapiro
Research output
:
Contribution to journal
›
Article
›
peer-review
127
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Dive into the research topics of 'Fourth order partial differential equations on general geometries'. Together they form a unique fingerprint.
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Keyphrases
PDE
100%
General Geometries
100%
Cahn-Hilliard Equation
100%
Fourth-order Partial Differential Equation
100%
Fourth-order Equation
100%
Second-order PDEs
100%
Implicit Surface
100%
First-order PDEs
100%
Smooth Function
50%
Phase Transition
50%
Variational Problem
50%
Numerical Examples
50%
Partial Differential Equations
50%
Complex Geometry
50%
Level-set
50%
Splitting Method
50%
Curved Surface
50%
Finite Difference
50%
Binary Alloy
50%
Stencil
50%
Solutions of Partial Differential Equations
50%
General Surfaces
50%
Lubrication Model
50%
Iterative Solvers
50%
Higher Order Equations
50%
Fourth-order Diffusion
50%
Cartesian Mesh
50%
ADI Scheme
50%
Surface Tension Driven Flow
50%
Fourth-order PDE
50%
Convexity Splitting
50%
Euclidean Domain
50%
Binary Surface
50%
Function Symbols
50%
Mathematics
Partial Differential Equation
100%
Fourth-Order
100%
Smooth Function
14%
Variational Problem
14%
Numerical Example
14%
Time Step
14%
Complex Geometry
14%
Level Set
14%
Solving Partial Differential Equation
14%
Finite Difference Method
14%
Higher-Order Equation
14%
Binary Alloy
14%
Euclidean Domain
14%