RAIRO.: Modélisation Mathématique Et Analyse Numérique : M2N.. Mathematical modelling and numerical analysis, Volume 43, Pages 1-604EDP Sciences, SMAI, 2009 - Mathematical models |
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algorithm analysis approximation assume assumption asymptotic model boundary conditions bounded Cauchy-Schwarz inequality Cheeger sets computed consider constant convex defined denote derivative differential discontinuous Galerkin discrete domain EDP Sciences elliptic energy norm equation error estimates ESAIM existence FENE FIGURE finite element method flow fluid Fokker-Planck equation formulation fracture free energy estimate function Galerkin method global Darcy gluey grad H¹(N Hamiltonian implies inequality initial condition iteration L2-norm L²(D L²(N Lemma linear M2AN Math Mathematical Mathematics Subject Classification matrix mesh mortar Neumann boundary conditions Newton method nodes nonlinear Numerical Analysis obtain optimal P₁ parameter particles piecewise plane wave preconditioner problem Proof Proposition regularization respectively satisfies Section solitons solving tensor term Theorem un+1 unique solution variational velocity zero