D. Braess

发表

Nonlinear Approximation Theory

D. Braess, 1986 .

The contraction number of a multigrid method for solving the Poisson equation

D. Braess, 1981 .

Chebyshev approximation by spline functions with free knots

D. Braess, 1971 .

Finite Elements: Finite Elements

D. Braess, 2007 .

On the numerical solution of the biharmonic equation and the role of squaring matrices

D. Braess, P. Peisker, 1986 .

Numerical methods in approximation theory

L. Schumaker, D. Braess, 1992 .

BOOK REVIEW: Finite Elements: Theory, fast solvers and applications in solid mechanics, 2nd edn

D. Braess, 2002 .

Error indicators for mixed finite elements in 2-dimensional linear elasticity

D. Braess, E. Stein, O. Klaas, 1995 .

An efficient smoother for the Stokes problem

D. Braess, R. Sarazin, 1997 .

On the Conjecture of Meinardus on Rational Approximaton of e”

C. D. Boor, D. Braess, 2003 .

A New Convergence Proof for the Multigrid Method Including the V-Cycle

W. Hackbusch, D. Braess, 1983 .

Stability of saddle point problems with penalty

D. Braess, 1996 .

An Equilibration Based A Posteriori Error Estimate for the Biharmonic Equation and Two Finite Element Methods

D. Braess, J. Schöberl, A. Pechstein, 2017, 1705.07607.

EQUILIBRATED RESIDUAL ERROR ESTIMATOR FOR MAXWELL ’ S EQUATIONS

D. Braess, J. Schöberl, 2006 .

Finite Elements: Theory, Fast Solvers, and Applications in Solid Mechanics

D. Braess, 1995 .

Multigrid methods for nonconforming finite element methods

D. Braess, R. Verfürth, 1990 .

Enhanced assumed strain elements and locking in membrane problems

D. Braess, 1998 .

Uniform convergence of mixed interpolated elements for Reissner-Mindlin plates

D. Braess, P. Peisker, 1992 .

A posteriori estimators for obstacle problems by the hypercircle method

D. Braess, R. Hoppe, J. Schöberl, 2008 .

The asymptotic minimax risk for the estimation of constrained binomial and multinomial probabilities

D. Braess, H. Dette, 2004 .

A Posteriori Error Estimators for the Raviart--Thomas Element

Dietrich Braess, Rüdiger Verfürth, D. Braess, 1996 .

A conjugate gradient method and a multigrid algorithm for Morley s finite element approximation of the biharmonic equation

Dietrich Braess, P. Peisker, D. Braess, 1987 .

F ¨ Ur Mathematik in Den Naturwissenschaften Leipzig Approximation of 1/x by Exponential Sums in [1, ∞)

Dietrich Braess, Wolfgang Hackbusch, W. Hackbusch, 2022 .

On the Justification of Plate Models

Dietrich Braess, Stefan A. Sauter, Christoph Schwab, 2011 .

Generalized Gaussian quadrature formulas

Nira Dyn, Borislav Bojanov, Dietrich Braess, 1986 .

A Cascade Algorithm for the Stokes Equations

W. Dahmen, D. Braess, 2007 .

Nonuniqueness of best Lp-approximation for generalized convex functions by splines with free knots

Dietrich Braess, D. Braess, Günther Ntirnberger, 1982 .

On a paper of C. B. Dunham concerning degeneracy in mean nonlinear approximation

D. Braess, 1973 .

REVIEWS AND DESCRIPTIONS OF TABLES AND BOOKS

D. Braess, 1997 .

On rational approximation of the exponential and the square root function

Dietrich Braess, D. Braess, 1984 .

Advances in Multi-Grid Methods

Dietrich Braess, Wolfgang Hackbusch, Ulrich Trottenberg, 1985 .

A cascadic multigrid algorithm for variational inequalities

D. Braess, H. Blum, F. Suttmeier, 2004 .

On the efficient computation of high-dimensional integrals and the approximation by exponential sums

Dietrich Braess, Wolfgang Hackbusch, W. Hackbusch, 2009 .

Advances in multi-grid methods : proceedings of the conference held in Oberwolfach, December 8 to 13, 1984

Dietrich Braess, Wolfgang Hackbusch, Ulrich Trottenberg, 1985 .

On the conjecture of Meinardus on rational approximation of ex, II

D. Braess, 1982 .

Interpolation by ridge functions

Dietrich Braess, Allan Pinkus, A. Pinkus, 1993 .

On the number of support points of maximin and Bayesian optimal designs

Holger Dette, Dietrich Braess, D. Braess, 2007, 0708.1901.

The L 2 -approximation Orders of Principal Shift-invariant Spaces Generated by a Radial Basis Function X1. Introduction Numerical Methods of Approximation Theory 1

L. Schumaker, A. Ron, D. Braess, 1992 .

A class of equivalent enhanced assumed strain and hybrid stress finite elements

Ekkehard Ramm, Dietrich Braess, Manfred Bischoff, 1999 .

On uniqueness of L1-approximation for certain families of spline functions

D. Braess, M. P. Carroll, 1974 .

Behavior of alternation points in best rational approximation

E. Saff, D. Braess, D. Lubinsky, 1993 .

Numerical Analysis and Scientific Computing Preprint Seria A two-energies principle for the biharmonic equation and an a posteriori error estimator for an interior penalty discontinuous Galerkin approximation

Dietrich Braess, Ronald H. W. Hoppe, Christopher Linsenmann, 2016 .

A finite element method for nearly incompressible elasticity problems

Dietrich Braess, Pingbing Ming, D. Braess, 2004, Math. Comput..

Low momentum transfer neutron form factors from analysis of deuteron electrodisintegration

D. Braess, D. Hasselmann, G. Kramer, 1967 .

Inelastic electron-deuteron scattering with final-state interactions

D. Braess, G. Kramer, 1966 .

On rational L2-approximation

Dietrich Braess, D. Braess, 1976 .

Chebyshev Approximation by γ-Polynomials

D. Braess, 1973 .

Chebyshev approximation by exponentials on finite subsets

D. Braess, 1973 .

On topological properties of sets admitting varisolvent functions

D. Braess, 1972 .

On the number of support points of maximin and Bayesian D-optimal designs in nonlinear regression models

Holger Dette, Dietrich Braess, D. Braess, 2004 .

On a Paradox of Traffic Planning

Anna Nagurney, Dietrich Braess, Tina Wakolbinger, 2005, Transp. Sci..

Bernstein polynomials and learning theory

Dietrich Braess, Tomas Sauer, D. Braess, 2004, J. Approx. Theory.

A cascadic multigrid algorithm for the Stokes equations

Wolfgang Dahmen, Dietrich Braess, W. Dahmen, 1999, Numerische Mathematik.

Finite Elements: Theory, Fast Solvers, and Applications in Elasticity Theory

Larry L. Schumaker, Dietrich Braess, L. Schumaker, 2007 .

On the combination of the multigrid method and conjugate gradients

Dietrich Braess, D. Braess, 1986 .

The Convergence Rate of a Multigrid Method with Gauss-Seidel Relaxation for the Poisson Equation

Dietrich Braess, D. Braess, 1984 .

On the uniqueness of generalized monosplines of least Lp-norm

D. Braess, N. Dyn, 1986 .

Finite Elements: References

Dietrich Braess, D. Braess, 2007 .

Finite Elements: Preface to the First English Edition

Dietrich Braess, D. Braess, 2007 .

Optimal discriminating designs for several competing regression models

Holger Dette, Dietrich Braess, D. Braess, 2013, 1306.1320.

On the degree of approximation by spline functions with free knots

D. Braess, 1975 .

On the number of best Approximations in certain non-linear families of functions

D. Braess, 1974 .

Shear Locking in a Plane Elasticity Problem and the Enhanced Assumed Strain Method

Dietrich Braess, Zhongci Shi, Pingbing Ming, 2010, SIAM J. Numer. Anal..

Equilibrated residual error estimator for edge elements

Dietrich Braess, Joachim Schöberl, D. Braess, 2007, Math. Comput..

Uniform convergence and a posteriori error estimators for the enhanced strain finite element method

Carsten Carstensen, Dietrich Braess, B. Daya Reddy, 2004, Numerische Mathematik.

Convergence analysis of a conforming adaptive finite element method for an obstacle problem

Carsten Carstensen, Dietrich Braess, Ronald H. W. Hoppe, 2007, Numerische Mathematik.

Comparison of Fast Equation Solvers for Groundwater Flow Problems

Dietrich Braess, G. Schmid, D. Braess, 1988 .

On the uniqueness of monosplines and perfect splines of leastL1-andL2-norm

Dietrich Braess, N. Dyn, D. Braess, 1982 .

Asymptotics for the approximation of wave functions by exponential sums

Dietrich Braess, D. Braess, 1995 .

ERROR REDUCTION IN ADAPTIVE FINITE ELEMENT APPROXIMATIONS OF ELLIPTIC OBSTACLE PROBLEMS

Carsten Carstensen, Dietrich Braess, Ronald H. W. Hoppe, 2009 .

A Multigrid Method for Nonconforming FE-Discretisations with Application to Non-Matching Grids

Dietrich Braess, Wolfgang Hackbusch, Maksimillian Dryja, 1999, Computing.

Simultaneous inclusion of the zeros of a polynomial

Dietrich Braess, K. P. Hadeler, D. Braess, 1973 .

Numerical investigations of radial jet reattachment flows

D. Braess, N. Mitra, H. Laschefski, 1994 .

Finite Elements: Theory, Fast Solvers, and Applications in Solid Mechanics

D. Braess, 1995 .

Finite Elements: Notation

Dietrich Braess, D. Braess, 2007 .

A posteriori error estimators for obstacle problems – another look

Dietrich Braess, D. Braess, 2005, Numerische Mathematik.

Mathematisches Forschungsinstitut Oberwolfach Wavelet and Multiscale Methods Workshop: Wavelet and Multiscale Methods Table of Contents Ingrid Daubechies (joint with Cynthia Rudin and Rob Schapire) Combining Multiresolution Technique with a Semi–implicit Scheme for Endre Süli (joint with Abstracts A

Aachen, R. DeVore, M. Wakin, 2004 .

On the numerical treatment of a small divisor problem

D. Braess, E. Zehnder, 1982 .

An a posteriori error estimate and a comparison theorem for the nonconforming P1 element

Dietrich Braess, D. Braess, 2009 .

Approximation on Simplices with Respect to Weighted Sobolev Norms

Dietrich Braess, Christoph Schwab, D. Braess, 2000 .

Approximation on Simplices and Orthogonal Polynomials

Dietrich Braess, D. Braess, 2005 .

A multigrid method for a parameter dependent problem in solid mechanics

Dietrich Braess, D. Braess, C. Blömer, 1990 .

A multigrid method for the membrane problem

Dietrich Braess, D. Braess, 1988 .

A Subspace Cascadic Multigrid Method for Mortar Elements

Peter Deuflhard, Dietrich Braess, Konstantin Lipnikov, 2002, Computing.

Buchbesprechungen

Heiner Müller-Merbach, Bernhard Korte, D. Braess, 1976, Deutsche Zeitschrift für Akupunktur.

Improvements for some condition number estimates for preconditioned system in p‐FEM

Dietrich Braess, Sven Beuchler, D. Braess, 2006, Numer. Linear Algebra Appl..