Here I complete the study started in previous paper on entire solutions for a quasilinear equation E in the Heisenberg group, depending on a real parameter, which involves a general elliptic operator A in divergence form and two main nonlinearities. Here, in the so called sublinear case, we prove existence for all positive parameters and, for special elliptic operators A, existence of infinitely many solutions.
Existence and multiplicity results for quasilinear elliptic equations in the Heisenberg group
Pucci, Patrizia
2019
Abstract
Here I complete the study started in previous paper on entire solutions for a quasilinear equation E in the Heisenberg group, depending on a real parameter, which involves a general elliptic operator A in divergence form and two main nonlinearities. Here, in the so called sublinear case, we prove existence for all positive parameters and, for special elliptic operators A, existence of infinitely many solutions.File in questo prodotto:
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