Gradient estimates for Orlicz double phase problems with variable exponents
Baasandorj S, Byun S-S, Lee H-S (2022)
Nonlinear Analysis 221: 112891.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Autor*in
Baasandorj, Sumiya;
Byun, Sun-Sig;
Lee, Ho-SikUniBi 
Erscheinungsjahr
2022
Zeitschriftentitel
Nonlinear Analysis
Band
221
Art.-Nr.
112891
ISSN
0362546X
Page URI
https://pub.uni-bielefeld.de/record/2988046
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Baasandorj S, Byun S-S, Lee H-S. Gradient estimates for Orlicz double phase problems with variable exponents. Nonlinear Analysis. 2022;221: 112891.
Baasandorj, S., Byun, S. - S., & Lee, H. - S. (2022). Gradient estimates for Orlicz double phase problems with variable exponents. Nonlinear Analysis, 221, 112891. https://doi.org/10.1016/j.na.2022.112891
Baasandorj, Sumiya, Byun, Sun-Sig, and Lee, Ho-Sik. 2022. “Gradient estimates for Orlicz double phase problems with variable exponents”. Nonlinear Analysis 221: 112891.
Baasandorj, S., Byun, S. - S., and Lee, H. - S. (2022). Gradient estimates for Orlicz double phase problems with variable exponents. Nonlinear Analysis 221:112891.
Baasandorj, S., Byun, S.-S., & Lee, H.-S., 2022. Gradient estimates for Orlicz double phase problems with variable exponents. Nonlinear Analysis, 221: 112891.
S. Baasandorj, S.-S. Byun, and H.-S. Lee, “Gradient estimates for Orlicz double phase problems with variable exponents”, Nonlinear Analysis, vol. 221, 2022, : 112891.
Baasandorj, S., Byun, S.-S., Lee, H.-S.: Gradient estimates for Orlicz double phase problems with variable exponents. Nonlinear Analysis. 221, : 112891 (2022).
Baasandorj, Sumiya, Byun, Sun-Sig, and Lee, Ho-Sik. “Gradient estimates for Orlicz double phase problems with variable exponents”. Nonlinear Analysis 221 (2022): 112891.
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