Abstract:
We study entire solutions to the anisotropic Liouville equation driven by the Finsler N-Laplacian in R^N, with N>=2. Under a finite mass condition, we obtain a complete classification of such solutions. The proof relies on a fine analysis of the asymptotic behaviour of solutions at infinity and on a Pohozaev-type identity. This is a joint work with Giulio Ciraolo.
Il seminario si svolgerà in presenza presso il Dipartimento di Matematica e Fisica, Lungotevere Dante 376, aula M2.
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