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When Bingham meets Bratu: Mathematical and computational investigations
Frederick J. Foss
*
, Roland GLOWINSKI
*
Corresponding author for this work
Department of Mathematics
Research output
:
Contribution to journal
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Journal article
›
peer-review
2
Citations (Scopus)
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Dive into the research topics of 'When Bingham meets Bratu: Mathematical and computational investigations'. Together they form a unique fingerprint.
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Mathematics
Operator Splitting
100%
Nonlinear Eigenvalue
100%
Finite Element Method
50%
Nonlinearity
50%
Numerical Solution
50%
Initial-Value Problem
50%
Time Discretization
50%
Total Variation
50%
Integral
50%
Concludes
50%
Lagrange Multiplier Method
50%
Finite Element Approximation
50%
Calculus of Variations
50%
Eigenvalue Problem
50%
Constrained Minimization Problem
50%
Keyphrases
Gelfand Problem
100%
Computational Investigation
100%
Mathematical Investigation
100%
Operator Splitting
40%
Reporting Results
40%
Nonlinear Eigenvalue Problem
40%
Dynamical Flow
20%
Time Discretization
20%
Initial Value Problem
20%
Numerical Solution
20%
Total Variation
20%
Constrained Minimization Problem
20%
Viscoplastic Material
20%
Nonsmooth
20%
Easy-to-implement
20%
Bifurcation Diagram
20%
Lagrange multiplier
20%
Calculus of Variations
20%
Finite Element Methodology
20%
Exponential Nonlinearity
20%
Finite Element Approximation
20%
Mathematical Results
20%