We prove a local boundedness result for local minimizers of a class of non-convex functionals, under special structure assumptions on the energy density. The proof follows the lines of that in [CupLeoMas17], where a similar result is proved under slightly stronger assumptions on the energy density.
Giovanni Cupini, M.F. (2018). Local boundedness of vectorial minimizers of non-convex functionals. BRUNO PINI MATHEMATICAL ANALYSIS SEMINAR, 9, 20-40 [10.6092/issn.2240-2829/8942].
Local boundedness of vectorial minimizers of non-convex functionals
Giovanni Cupini
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2018
Abstract
We prove a local boundedness result for local minimizers of a class of non-convex functionals, under special structure assumptions on the energy density. The proof follows the lines of that in [CupLeoMas17], where a similar result is proved under slightly stronger assumptions on the energy density.File in questo prodotto:
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