In ℝ m × ℝ n-mn, endowed with coordinates X = (x, y), we consider the PDE-div α (x)|∇u(X)| q(x)-2∇u(X)) = f(x, u(X)) We prove a geometric inequality and a symmetry result.
Fibered nonlinearities for p(x)-Laplace equations / M. Chermisi, E. Valdinoci. - In: ADVANCES IN CALCULUS OF VARIATIONS. - ISSN 1864-8258. - 2:2(2009), pp. 185-205.
Fibered nonlinearities for p(x)-Laplace equations
E. Valdinoci
2009
Abstract
In ℝ m × ℝ n-mn, endowed with coordinates X = (x, y), we consider the PDE-div α (x)|∇u(X)| q(x)-2∇u(X)) = f(x, u(X)) We prove a geometric inequality and a symmetry result.File in questo prodotto:
Non ci sono file associati a questo prodotto.
Pubblicazioni consigliate
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.