We study the uniqueness problem of the equation, −∆L,pu+|u|q−1u=h on RN, where q > p − 1 > 0. and N > p. Uniqueness results proved in this paper hold for equations associated to the mean curvature type operators as well as for more general quasilinear coercive subelliptic operators.
Uniqueness of solutions of a class quasilinear subelliptic equations / D'Ambrosio, L.; Mitidieri, Enzo. - STAMPA. - 13:(2015), pp. 177-198. ( Geometric Methods in PDE’s Cortona May 27-31, 2013) [10.1007/978-3-319-02666-4_10].
Uniqueness of solutions of a class quasilinear subelliptic equations
MITIDIERI, ENZO
2015-01-01
Abstract
We study the uniqueness problem of the equation, −∆L,pu+|u|q−1u=h on RN, where q > p − 1 > 0. and N > p. Uniqueness results proved in this paper hold for equations associated to the mean curvature type operators as well as for more general quasilinear coercive subelliptic operators.File in questo prodotto:
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