An Efficient Derivation of the Aronsson Equation
By M. Crandall. 2003
50 citations recorded by the source corpus.
Subfields: Applied Mathematics, Computational Theory and Mathematics, Control and Systems Engineering
View Paper: https://www.semanticscholar.org/paper/b3dabb65b6b3eefed44e455ebc2494bf7f914208
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In Applied Mathematics
- Thierry Champion
- M. Crandall
- L. De Pascale
- Peiyong Wang
- Petri Juutinen
- G. Lu
- G. Aronsson
- S. Armstrong
In Computational Theory and Mathematics
- L. De Pascale
- Thierry Champion
- M. Crandall
- Peiyong Wang
- Petri Juutinen
- G. Lu
- G. Aronsson
- S. Armstrong
In Control and Systems Engineering
Citations in the corpus
- A Visit with the ∞-Laplace Equation (2008, background): “It remains an interesting question if one assumption common to [11], [27] can be removed, namely, is it sufficient to have H ∈ C(1) (rather than C(2))? It remained a question as to whether or not A[u] = 0 implied that u is absolutely minimizing for F ∞.”
- A TOUR OF THE THEORY OF ABSOLUTELY MINIMIZING FUNCTIONS (2004, background): “Related equations, which go outside of the framework of this manuscript, are found in [13], [22], [19], [28], [62] and [65].”
- Inhomogeneous infinity Laplace equation (2008, background): “Suppose u ∈ C(Ω).”
- Principles of comparison with distance functions for absolute minimizers (2007, background): “1), the absolute minimizer may be characterized as the unique solution of an associated PDE in the viscosity sense when the supremand H is smooth enough and satis es some strict level convexity assumptions (we refer to [4, 10, 18]).”