Regularity results for mixed local and nonlocal double phase functionals
Byun S-S, Lee H-S, Song K (2023)
arXiv:2301.06234.
Preprint | Englisch
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Autor*in
Byun, Sun-Sig;
Lee, Ho-SikUniBi 
;
Song, Kyeong
;
Song, KyeongAbstract / Bemerkung
We investigate the De Giorgi-Nash-Moser theory for minimizers of mixed local
and nonlocal functionals modeled after \[ v \mapsto
\int_{\mathbb{R}^{n}}\int_{\mathbb{R}^{n}}\dfrac{|v(x)-v(y)|^{p}}{|x-y|^{n+sp}}\,dxdy+\int_{\Omega}a(x)|Dv|^{q}\,dx,
\] where $0
Erscheinungsjahr
2023
Zeitschriftentitel
arXiv:2301.06234
Page URI
https://pub.uni-bielefeld.de/record/2988041
Zitieren
Byun S-S, Lee H-S, Song K. Regularity results for mixed local and nonlocal double phase functionals. arXiv:2301.06234. 2023.
Byun, S. - S., Lee, H. - S., & Song, K. (2023). Regularity results for mixed local and nonlocal double phase functionals. arXiv:2301.06234
Byun, Sun-Sig, Lee, Ho-Sik, and Song, Kyeong. 2023. “Regularity results for mixed local and nonlocal double phase functionals”. arXiv:2301.06234.
Byun, S. - S., Lee, H. - S., and Song, K. (2023). Regularity results for mixed local and nonlocal double phase functionals. arXiv:2301.06234.
Byun, S.-S., Lee, H.-S., & Song, K., 2023. Regularity results for mixed local and nonlocal double phase functionals. arXiv:2301.06234.
S.-S. Byun, H.-S. Lee, and K. Song, “Regularity results for mixed local and nonlocal double phase functionals”, arXiv:2301.06234, 2023.
Byun, S.-S., Lee, H.-S., Song, K.: Regularity results for mixed local and nonlocal double phase functionals. arXiv:2301.06234. (2023).
Byun, Sun-Sig, Lee, Ho-Sik, and Song, Kyeong. “Regularity results for mixed local and nonlocal double phase functionals”. arXiv:2301.06234 (2023).
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