Convergence and Order Reduction of Runge-Kutta Schemes Applied to Evolutionary Problems in Partial Differential Equations.
Convergence and partial regularity for weak solutions of some nonlinear elliptic equation : the supercritical case
Convergence and regularization results for optimal control problems with sparsity functional
Optimization problems with convex but non-smooth cost functional subject to an elliptic partial differential equation are considered. The non-smoothness arises from a L1-norm in the objective functional. The problem is regularized to permit the use of the semi-smooth Newton method. Error estimates with respect to the regularization parameter are provided. Moreover, finite element approximations are studied. A-priori as well as a-posteriori error estimates are developed and confirmed by numerical...
Convergence and regularization results for optimal control problems with sparsity functional
Optimization problems with convex but non-smooth cost functional subject to an elliptic partial differential equation are considered. The non-smoothness arises from a L1-norm in the objective functional. The problem is regularized to permit the use of the semi-smooth Newton method. Error estimates with respect to the regularization parameter are provided. Moreover, finite element approximations are studied. A-priori as well as a-posteriori error estimates are developed and confirmed by numerical...
Convergence and stability of difference scheme for an elliptic system of non-linear differential-functional equations with boundary conditions of Dirichlet type
Convergence dans de la solution de l’équation de Klein-Gordon vers celle de l’équation des ondes
Convergence dans le domaine complexe des séries de fonctions propres
Convergence de la métrique de Fubini-Study d'un fibré linéaire positif
Soit , un fibré linéaire positif au-dessus d’une variété complexe compacte. Nous montrons que la fonction de distorsion définie par le rapport entre la métrique initiale et la métrique de Fubini-Study de admet un équivalent lorsque tend vers l’infini. Ceci améliore les encadrements de Kempf et Ji sur les variétés abéliennes, et les étend à toute variété projective. La démonstration repose sur le calcul d’un équivalent pour le noyau de la chaleur, avec contrôle de la convergence par rapport...
Convergence de solutions des équations de Navier-Stokes vers des solutions autosimilaires
Convergence d'un schéma de type éléments finis-volumes finis pour un système formé d'une équation elliptique et d'une équation hyperbolique
Convergence d'un schéma décentré amont sur un maillage triangulaire pour un problème hyperbolique linéaire
Convergence estimate for second order Cauchy problems with a small parameter
We consider the second order initial value problem in a Hilbert space, which is a singular perturbation of a first order initial value problem. The difference of the solution and its singular limit is estimated in terms of the small parameter The coefficients are commuting self-adjoint operators and the estimates hold also for the semilinear problem.
Convergence Near Plane Boundaries of Some Elliptic Difference Schemes.
Convergence of a continuous BGK model for initial boundary-value problems for conservation laws.
Convergence of a difference method for a system of first order partial differential equations of hyperbolic type
Convergence of a dual finite element method in
Convergence of a Finite Difference Method for the Third BVP for Poisson's Equation
Convergence of a finite difference scheme for the third boundary-value problem.
Convergence of a finite element method based on the dual variational formulation
Convergence of a finite volume scheme for an elliptic-hyperbolic system