The scope of this paper is to prove a Poincaré type inequality for a family of nonlinear vector fields, whose coefficients are only Lipschitz continuous with respect to the distance induced by the vector fields themselves.
Citti, G., Manfredini, M., Pinamonti, A., Serra Cassano, F. (2016). Poincaré-type inequality for Lipschitz continuous vector fields. JOURNAL DE MATHÉMATIQUES PURES ET APPLIQUÉES, 105(3), 265-292 [10.1016/j.matpur.2015.09.001].
Poincaré-type inequality for Lipschitz continuous vector fields
CITTI, GIOVANNA;MANFREDINI, MARIA;
2016
Abstract
The scope of this paper is to prove a Poincaré type inequality for a family of nonlinear vector fields, whose coefficients are only Lipschitz continuous with respect to the distance induced by the vector fields themselves.File in questo prodotto:
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