We consider a system of Liouville equations. We show the existence of at least n global branches of nonradial solutions bifurcating from u1(x)=u2(x)=U(x) at some specific values of the parameter which describe the system.
Nonradial entire solutions for Liouville systems / Battaglia, Luca; Gladiali, Francesca; Grossi, Massimo. - In: JOURNAL OF DIFFERENTIAL EQUATIONS. - ISSN 0022-0396. - 263:8(2017), pp. 5151-5174. [10.1016/j.jde.2017.06.009]
Nonradial entire solutions for Liouville systems
Gladiali, Francesca
;
2017-01-01
Abstract
We consider a system of Liouville equations. We show the existence of at least n global branches of nonradial solutions bifurcating from u1(x)=u2(x)=U(x) at some specific values of the parameter which describe the system.File in questo prodotto:
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