Robust nonlocal trace and extension theorems
Grube F, Kaßmann M (2023)
arXiv:2305.05735.
Preprint | Englisch
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Abstract / Bemerkung
We prove trace and extension results for Sobolev-type function spaces that
are well suited for nonlocal Dirichlet and Neumann problems including those for
the fractional $p$-Laplacian. Our results are robust with respect to the order
of differentiability. In this sense they are in align with the classical trace
and extension theorems.
Erscheinungsjahr
2023
Zeitschriftentitel
arXiv:2305.05735
Seite(n)
44
Page URI
https://pub.uni-bielefeld.de/record/2980571
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Grube F, Kaßmann M. Robust nonlocal trace and extension theorems. arXiv:2305.05735. 2023.
Grube, F., & Kaßmann, M. (2023). Robust nonlocal trace and extension theorems. arXiv:2305.05735. https://doi.org/10.48550/arXiv.2305.05735
Grube, Florian, and Kaßmann, Moritz. 2023. “Robust nonlocal trace and extension theorems”. arXiv:2305.05735.
Grube, F., and Kaßmann, M. (2023). Robust nonlocal trace and extension theorems. arXiv:2305.05735.
Grube, F., & Kaßmann, M., 2023. Robust nonlocal trace and extension theorems. arXiv:2305.05735.
F. Grube and M. Kaßmann, “Robust nonlocal trace and extension theorems”, arXiv:2305.05735, 2023.
Grube, F., Kaßmann, M.: Robust nonlocal trace and extension theorems. arXiv:2305.05735. (2023).
Grube, Florian, and Kaßmann, Moritz. “Robust nonlocal trace and extension theorems”. arXiv:2305.05735 (2023).
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