Solvability conditions for some linear and nonlinear non-Fredholm elliptic problems

By V. Vougalter, Vitaly Volpert. 2012

75 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/bce4ce586ebea583c52bd2cc657d0ebf5a3157d6

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In Computational Theory and Mathematics

1. V. Vougalter
2. Vitaly Volpert
3. C. Camere
4. E. Witten
5. Weiping Zhang
6. Nicolas Ginoux
7. I. Shovkovy
8. V. A. Miransky

In Mathematical Physics

1. Vitaly Volpert
2. V. Vougalter
3. E. Witten
4. Nicolas Ginoux
5. C. Camere
6. Weiping Zhang
7. I. Shovkovy
8. V. A. Miransky

Citations in the corpus

• On the existence of stationary solutions for some non-Fredholm integro-differential equations (2011, background): “There are several other examples of linear elliptic operators without Fredholm property for which solvability conditions can be obtained (see [11]-[19]).”
• Solvability in the sense of sequences to some non-Fredholm operators (2013, methodology): “such that f̂n(± √ a) and f̂(±√a) vanish and via Lemma 5 of [22] equations (1.”