Sfoglia per Autore
Some recent results on the mathematical modeling of thin structures: the case of 1-Laplacian
2011-01-01 Amendola, Maria Emilia; Gargiulo, G.; Zappale, E.
Some sufficient conditions for lower semicontinuity in SBD and applications to minimum problems
2011-01-01 Gargiulo, G; Zappale, E.
Dimension reduction for $-\Delta_1$
2013-01-01 Maria Emilia, Amendola; Gargiulo, G; Elvira, Zappale
Some remarks about dimension reduction for $-Delta_1$}%-harmonic functions}
2015-01-01 Amendola, M. E.; Gargiulo, G; Zappale, E.
Multiscale homogenization of integral convex fucntionals in orlicz sobolev setting
2021-01-01 Tachago, J. F.; Gargiulo, G.; Nnang, H.; Zappale, E.
Titolo | Data di pubblicazione | Autore(i) | File |
---|---|---|---|
Some recent results on the mathematical modeling of thin structures: the case of 1-Laplacian | 1-gen-2011 | Amendola, Maria Emilia; Gargiulo, G.; Zappale, E. | |
Some sufficient conditions for lower semicontinuity in SBD and applications to minimum problems | 1-gen-2011 | Gargiulo, G; Zappale, E. | |
Dimension reduction for $-\Delta_1$ | 1-gen-2013 | Maria Emilia, Amendola; Gargiulo, G; Elvira, Zappale | |
Some remarks about dimension reduction for $-Delta_1$}%-harmonic functions} | 1-gen-2015 | Amendola, M. E.; Gargiulo, G; Zappale, E. | |
Multiscale homogenization of integral convex fucntionals in orlicz sobolev setting | 1-gen-2021 | Tachago, J. F.; Gargiulo, G.; Nnang, H.; Zappale, E. |
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