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NONDEGENERACY OF ENTIRE SOLUTIONS OF A SINGULAR LIOUVILLLE EQUATION
(AMER MATHEMATICAL SOC, 2012)
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 ...
Nondegeneracy and stability in the limit of a one-phase singular perturbation problem
(Amer. Inst. Mathematical Sciences-AIMS, 2023)
We study solutions to a one-phase singular perturbation problem that arises in combustion theory and that formally approximates the classical one-phase free boundary problem. We introduce a natural density condition on the ...
NONDEGENERACY OF ENTIRE SOLUTIONS OF A SINGULAR LIOUVILLLE EQUATION
(AMER MATHEMATICAL SOC, 2012-02)
Nondegeneracy of the saddle solution of the allen-cahn equation
(AMERICAN MATHEMATICAL SOCIETY, 2011)
Nondegeneracy of the saddle solution of the allen-cahn equation
(AMERICAN MATHEMATICAL SOCIETY, 2011)
Nondegeneracy of entire solutions of a singular liouvillle equation
(AMERICAN MATHEMATICAL SOCIETY, 2012)
Nondegeneracy of entire solutions of a singular liouvillle equation
(AMERICAN MATHEMATICAL SOCIETY, 2012)
Nondegeneracy of the bubble in the critical case for nonlocal equations
(AMER MATHEMATICAL SOC, 2013)