We consider the problem of finding a harmonic function in a bounded domain satisfying a nonlinear boundary condition of Steklov type with an indefinite weight function. We study the solvability of the problem by using min-max methods.
Variational methods for nonlinear Steklov eigenvalue problems with an indefinite weight function
PAGANI, CARLO DOMENICO;PIEROTTI, DARIO GIANCARLO
2010-01-01
Abstract
We consider the problem of finding a harmonic function in a bounded domain satisfying a nonlinear boundary condition of Steklov type with an indefinite weight function. We study the solvability of the problem by using min-max methods.File in questo prodotto:
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