We establish nondegeneracy of the explicit family of finite mass solutions of the Liouvillle equation with a singular source of integer multiplicity, in the sense that all bounded elements in the kernel of the linearization correspond to variations along the parameters of the family.
DEL PINO, M., Esposito, P., Musso, M. (2012). Nondegeneracy of entire solutions of a singular Liouvillle equation. PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, 140(2), 581-588 [10.1090/S0002-9939-2011-11134-1].
Nondegeneracy of entire solutions of a singular Liouvillle equation
ESPOSITO, PIERPAOLO;
2012-01-01
Abstract
We establish nondegeneracy of the explicit family of finite mass solutions of the Liouvillle equation with a singular source of integer multiplicity, in the sense that all bounded elements in the kernel of the linearization correspond to variations along the parameters of the family.File in questo prodotto:
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