We prove existence and regularity results for weak solutions of non-linear elliptic systems with non-variational structure satisfying (p,q)-growth conditions. In particular, we are able to prove higher differentiability results under a dimension-free gap between p and q.
Miroslav Bulíček, G.C. (2018). Existence and regularity results for weak solutions to (p,q)-elliptic systems in divergence form. ADVANCES IN CALCULUS OF VARIATIONS, 11, 273-288 [10.1515/acv-2016-0054].
Existence and regularity results for weak solutions to (p,q)-elliptic systems in divergence form
Giovanni Cupini;
2018
Abstract
We prove existence and regularity results for weak solutions of non-linear elliptic systems with non-variational structure satisfying (p,q)-growth conditions. In particular, we are able to prove higher differentiability results under a dimension-free gap between p and q.File in questo prodotto:
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