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BEIRAO DA VEIGA, LOURENCO

BEIRAO DA VEIGA, LOURENCO  

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Titolo Data di pubblicazione Autore(i) File
The mimetic finite difference method for elliptic problems 1-gen-2014 L. Beirao da Veiga; K. Lipnikov;G. Manzini
Some estimates for h - p - k refinement in isogeometric analysis 1-gen-2009 Beirao da Veiga L.; Buffa A.; Rivas J.; Sangalli G.
A posteriori error analysis for Kirchhoff plate elements 1-gen-2008 Niiranen, J; Beirao da Veiga, L; Stenberg, R
A new finite element method for Kirchhoff plates 1-gen-2007 Beirao da Veiga L.; Niiranen J.; Stenberg R.
A family of C^0 finite elements for Kirchhoff plates: numerical results 1-gen-2006 Beirao da Veiga L.; Niiranen J.; Stenberg R.
Exponential-based integration algorithms for von-Mises plasticity with linear hardening. Part 2: a theoretical analysis on consistency, accuracy and stability 1-gen-2005 Artioli, E; Auricchio, F; Beirao da Veiga, L
Exponential-based integration algorithms for von-Mises plasticity with linear hardening. Part 1: presentation of a novel "optimal" scheme and extensive numerical investigations 1-gen-2005 Artioli, E; Auricchio, F; Beirao da Veiga, L
Positive definite balancing Neumann-Neumann preconditioners for nearly incompressible elasticity 1-gen-2005 Beirao da Veiga, L; Lovadina, C; Pavarino, Lf
Reissner-Mindlin plates with free boundary conditions 1-gen-2004 Beirao da Veiga L.; Brezzi F.