New a priori FEM error estimates for eigenvalues /

New a priori FEM error estimates for eigenvalues / Andrew V. Knyazev and John E. Osborn.

"We analyze the Ritz method for symmetric eigenvalue problems and prove a priori eigenvalue error estimates. For a single eigenvalue, we prove an error estimate that depends mainly on just the approximability of the corresponding eigenfunction and provide explicit values for all constants. Fo...

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Main Author: Knyazev, Andrew V.
Corporate Author: University of Colorado at Denver. Center for Computational Mathematics
Other Authors: Osborn, J. (John), 1936-
Format: Government Document Book
Language:English
Published: Denver, Colo. : University of Colorado at Denver, Center for Computational Mathematics, [2004]
Series:UCD/CCM report ; no. 215.
Subjects:
Eigenvalues.
Finite element method.
Approximation theory.

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Call Number: UCD6/10.11/215
UCD6/10.11/215 Available

Norlin Library - Basement - Government Information - Colorado

Holdings details from Norlin Library - Basement - Government Information - Colorado
Call Number: UCD6/10.11/215
UCD6/10.11/215 Available Place a Hold

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