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Numerische Mathematik 2001: Vol 89 Table of Contents PDF

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Preview Numerische Mathematik 2001: Vol 89 Table of Contents

Contents of Volume 89 2001 Achdou Y, Tchou N: A finite difference Chalons C, LeFloch PG: A fully discrete scheme on a non commutative group 401 scheme for diffusive-dispersive conservation Allaire G, Castro C: A new approach for the laws 493 optimal distribution of assemblies in a nuclear reactor 1 Dai Y-H: New properties of a nonlinear Apel T, Nicaise S, Schober! J: conjugate gradient method 83 Crouzeix-Raviart type finite elements on Despres B: Lagrangian systems of anisotropic meshes 193 conservation laws 99 Aranda E, Pedregal P: Numerical Dziedziul K —> Beska M approximation of non-homogeneous, non-convex vector variational problems Feistauer M — Babuska | 425 Formaggia L, Perotto S: New anisotropic a Axelsson O, Gololobov SV: Stability and priori error estimates 641 error estimates for the #-method for strongly Fortin M — Brezzi F monotone and infinitely stiff evolution Frommer A — Benzi M equations 31 Gemignani L — Bini DA BabuSka |, Feistauer M, Solin P: On one Gololobov SV — Axelsson O approach to a posteriori error estimates for Grune L, Kloeden PE: Higher order evolution problems solved by the method of numerical schemes for affinely controlled lines 225 nonlinear systems 669 Bachelot A, Bounhoure L, Pujols A: Couplage éléments finis-potentiels retardés Havu V, Pitkaranta J: An analysis of finite pour la diffraction électromagnetique par un element locking in a parameter dependent obstacle hétérogene 257 model problem 691 Benzi M, Frommer A, Nabben R, Szyld DB: Algebraic theory of multiplicative Schwarz Jovanovic BS, Vulkov LG: On the methods 605 convergence of finite difference schemes for Beska M, Dziedziul K: Asymptotic formula the heat equation with concentrated capacity for the error in cardinal interpolation 445 75 Bini DA, Gemignani L, Meini B: Factorization of analytic functions by means of Koenig’s Kanzow C: Strictly feasible equation-based theorem and Toeplitz computations 49 methods for mixed complementarity Bounhoure L — Bachelot A problems 135 Brezzi F, Fortin M: A minimal stabilisation Kloeden PE — Griine L procedure for mixed finite element methods 457 LeFloch PG — Chalons C Li Z: A mesh transformation method for Casarin MA: Schwarz preconditioners for the computing microstructures 511 spectral element discretization of the steady Liu W, Yan N: Quasi-norm a priori and a Stokes and Navier-Stokes equations 307 posteriori error estimates for the Castro C — Allaire G nonconforming approximation of p-Laplacian Castro M — Parés C 341 IV Lutterkort D, Peters J: Tight linear envelopes Tchou N — Achdou Y for splines 735 Thomée V, Wahlbin LB: Stability and analyticity in maximum—norm for simplicial Macias J —> Parés C Lagrange finite element semidiscretizations Malajovich G, Zubelli JP: Tangent Graeffe of parabolic equations with Dirichlet iteration 749 boundary conditions (Erratum) 191 Matos AC: Recursive computation of Padé-Legendre approximants and some Vecchio A: Volterra discrete equations: acceleration properties 535 summability of the fundamental matrix 783 Meini B — Bini DA Vulkov LG — Jovanovic BS Mikula K, Ramarosy N: Semi-implicit finite volume scheme for solving nonlinear Wahlibin LB — Thomée V diffusion equations in image processing Wensch J: Extrapolation methods in Lie 561 groups 591 Nabben R — Benzi M Yan N — Liu W Nicaise S > Apel T Zubelli JP — Malajovich G Parés C, Macias J, Castro M: Duality methods with an automatic choice of parameters 161 Pedregal P — Aranda E Perotto S —> Formaggia L Peters J — Lutterkort D Pitkaranta J — Havu V Pujols A —> Bachelot A Ramarosy N — Mikula K Sangalli G: A robust a posteriori estimator for Online Edition in LINK-Mathematics Online the Residual-free Bubbles method applied to Library http://ink.springer.de advection-diffusion problems 379 Schoberl J — Apel T Comprehensively covered by Zentralblatt Solin P —> Babuska | MATH, Mathematical Reviews, and Szyld DB — Benzi M Current Contents s Sela ao Ha RieOlA MMt l aoe Pe ; : Siyee e Py 2 ; 2 ~ ze . ca f © . v e r e o r e s fs > ae

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