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PDE acceleration: a convergence rate analysis and applications to obstacle problems
Jeff Calder
, Anthony Yezzi
Mathematics
Research output
:
Contribution to journal
›
Article
›
peer-review
5
Scopus citations
Overview
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Dive into the research topics of 'PDE acceleration: a convergence rate analysis and applications to obstacle problems'. Together they form a unique fingerprint.
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Mathematics
Obstacle Problem
100%
Convergence Rate
73%
Complexity Analysis
37%
Equations of Motion
28%
Stochastic Homogenization
21%
Gradient Descent
18%
Damped Wave Equation
17%
Linear Convergence
17%
Nonlinear Diffusion
16%
Gradient Method
16%
Nonlinear Wave Equation
16%
Minimal surface
15%
Calculus of variations
15%
Forcing
14%
Computational Results
14%
Finite Difference Scheme
14%
Momentum
14%
Variational Problem
13%
Damping
13%
Diffusion equation
13%
Wave equation
12%
Interpretation
10%
Framework
8%
Form
6%
Engineering & Materials Science
Wave equations
36%
Equations of motion
27%
Momentum
13%
Damping
11%