The scope of this paper is to prove a Poincaré type inequality for a family of non linear vector fields, whose coefficients are only Lipschitz continuous with respect to the distance induced by the vector fields themselves.
Poincaré-type inequality for Lipschitz continuous vector fields / Citti, Giovanna; Manfredini, Maria; Pinamonti, Andrea; Serra Cassano, Francesco. - In: JOURNAL DE MATHÉMATIQUES PURES ET APPLIQUÉES. - ISSN 0021-7824. - 105:3(2016), pp. 265-292. [10.1016/j.matpur.2015.09.001]
Poincaré-type inequality for Lipschitz continuous vector fields
MANFREDINI, MARIA;
2016
Abstract
The scope of this paper is to prove a Poincaré type inequality for a family of non linear vector fields, whose coefficients are only Lipschitz continuous with respect to the distance induced by the vector fields themselves.
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