We prove the existence of the principal eigenvalues for the Pucci operators in bounded domains with boundary condition partial derivative u/partial derivative(n) over right arrow = alpha u corresponding respectively to positive and negative eigenfunctions and study their asymptotic behavior when alpha goes to +infinity.
A NEUMANN EIGENVALUE PROBLEM FOR FULLY NONLINEAR OPERATORS / Birindelli, Isabella; Patrizi, Stefania. - In: DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS. - ISSN 1078-0947. - 28:2(2010), pp. 845-863. [10.3934/dcds.2010.28.845]
A NEUMANN EIGENVALUE PROBLEM FOR FULLY NONLINEAR OPERATORS
BIRINDELLI, Isabella;PATRIZI, STEFANIA
2010
Abstract
We prove the existence of the principal eigenvalues for the Pucci operators in bounded domains with boundary condition partial derivative u/partial derivative(n) over right arrow = alpha u corresponding respectively to positive and negative eigenfunctions and study their asymptotic behavior when alpha goes to +infinity.File allegati a questo prodotto
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