The paper is concerned with a system of the form −"2u+u = g(v), −"2v +v = f(u), in a smooth bounded domain in RN (N 3), with Neumann boundary conditions on @ , where f and g are power-type nonlinearities having superlinear and subcritical growth at infinity.
Locating the peaks of the least energy solutions to an ellyptic system with Neumann boundary conditions / Pistoia, Angela; Miguel, Ramos. - In: JOURNAL OF DIFFERENTIAL EQUATIONS. - ISSN 0022-0396. - STAMPA. - 201:1(2004), pp. 160-176. [10.1016/j.jde.2004.02.003]
Locating the peaks of the least energy solutions to an ellyptic system with Neumann boundary conditions
PISTOIA, Angela;
2004
Abstract
The paper is concerned with a system of the form −"2u+u = g(v), −"2v +v = f(u), in a smooth bounded domain in RN (N 3), with Neumann boundary conditions on @ , where f and g are power-type nonlinearities having superlinear and subcritical growth at infinity.File allegati a questo prodotto
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