References - Finite Elements: Theory, Fast Solvers, and Applications in Elasticity Theory - page 350

Bey, J. (1995): Tetrahedral grid refinement. Computing 55, 355-378
Binev, P., Dahmen, W. and De Vore, R. (2004): Adaptive finite element methods
with convergence rates. Numer. Math. 97, 219-268
Blum, H. (1991): Private communication
Blum, H., Braess, D. and Suttmeier, F.T. (2004): A cascadic multigrid algorithm for
variational inequalities. Computing and Visualization in Science 7, 153-157
(2004)
Blum, H. and Rannacher, R. (1980): On the boundary value problem of the bihar-
monic operator on domains with angular corners. Math. Methods Appl. Sci.
2, 556-581
Bornemann, F. and Deuflhard, P. (1996): The cascadic multigrid method for elliptic
problems, Numer. Math. 75, 135-152
Braess, D. (1981): The contraction number of a multigrid method for solving the
Poisson equation. Numer. Math. 37, 387-404
Braess, D. (1988): A multigrid method for the membrane problem. Comput. Me-
chanics 3, 321-329
Braess, D. (1996): Stability of saddle point problems with penalty. RAIRO Anal.
Numer. 30, n o 6, 731-742
Braess, D. (1998): Enhanced assumed strain elements and locking in membrane
problems. Comput. Methods Appl. Mech. Engrg. 165, 155-174 (1998)
Braess, D. and Bl omer, C. (1990): A multigrid method for a parameter dependent
problem in solid mechanics. Numer. Math. 57, 747-761
Braess, D., Carstensen, C. and Reddy, B.D. (2004): Uniform convergence and
a posteriori error estimators for the enhanced strain finite element method.
Numer. Math. 96, 461-479.
Braess, D. and Dahmen, W. (1999): A cascadic multigrid algorithm for the Stokes
problem. Numer. Math. 82, 179-191
Braess, D., Dahmen, W. and Wieners, C. (2000): A multigrid algorithm for the
mortar finite element method. SIAM J. Numer. Anal. 37, 48-69
Braess, D., Deuflhard, P. and Lipnikov, L. (2002): A subspace cascadic multigrid
method for mortar elements. Computing 69, 205—225
Braess, D., Dryja, M. and Hackbusch, W. (1999): A multigrid method for noncon-
forming FE-discretisations with application to non-matching grids. Comput-
ing 63, 1-25
Braess, D. and Hackbusch, W. (1983): A new convergence proof for the multigrid
method including the V-cycle. SIAM J. Numer. Anal. 20, 967-975
Braess, D., Klaas, O., Niekamp, R., Stein, E. and Wobschal, F. (1995): Error in-
dicators for mixed finite elements in 2-dimensional linear elasticity. Comput.
Methods Appl. Mech. Engrg. 127, 345-356
Braess, D. and Peisker, P. (1986): On the numerical solution of the biharmonic
equation and the role of squaring matrices for preconditioning. IMA J. Numer.
Anal. 6, 393-404