A Posteriori Error Estimates For The Finite Element Approximation Of Steklov Eigenvalue Problem.
Abstract
This paper deals with a posteriori error estimators for the linear finite element approximation
of the Steklov eigenvalue problem introduced by M. Armentano and C. Padra. We extend their results to
any dimension and we obtain an optimal error estimates under the weaker regularity conditions.
of the Steklov eigenvalue problem introduced by M. Armentano and C. Padra. We extend their results to
any dimension and we obtain an optimal error estimates under the weaker regularity conditions.
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