Hamiltonian systems of Schroedinger equations with supercritical exponential growth – Daniele Cassani (Università degli Studi dell’Insubria)

Venue

Sala Riunioni (Dip. Matematica).

Abstract

We present existence of solitary waves solutions for elliptic systems in dimension two with nonlinearities which exhibit supercritical growth with respect to the critical growth prescribed by the Pohozaev-Trudinger-Moser inequality. We obtain linking type solitons which have finite energy in a suitable Sobolev-Lorentz function space setting.

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