Asympotic behavior for a theta time scheme combined with a finite element spatial approximation in parabolic inequalities.
Type doc. :
Thèses / mémoires
Langue :
Anglais
Auteur(s) :
Année de soutenance:
2012
Afficher le Résumé
In this thesis, we have a new approach for the .nite element approximation of parabolicvariational and quasi-variational inequalities. We have established a convergence andasymptotic behavior for each type inequalities, using the semi-implicit time schemecombined with a .nite element spatial approximation for a class of parabolic quasi- variational inequalities with non linear source terms in the L1-norm, the time schemecombined with a .nite element spatial approximation for parabolic variational,quasi-variational inequalities, and HJB equation. Furthermore the proposed approach standson a discrete L1-stability property with respect to the right-hand side and the obstacle. i
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| Cote | Localisation | Type de Support | Type de Prêt | Statut | Date de Restitution Prévue | Réservation |
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| 510 BOU TH C1 | BIB-Centrale / Thèses | interne | disponible |
Boulaaras, S. et al. (2012). Asympotic behavior for a theta time scheme combined with a finite element spatial approximation in parabolic inequalities. (Doctorat) . Annaba.