References
- Bramble , J. H. , Paciak , J. E. and Vassilev , A. T. 1997 . Analysis of the inexact Uzawa algorithm for saddle-point problems . SIAM Journal of Numererical Analysis , 34 : 1072 – 1092 .
- Brezzi , F. and Fortin , M. 1991 . Mixed and Hybrid Finite Element Methods , New York : Springer-Verlag .
- Elman , H. C. and Golub , G. H. 1994 . Inexact and preconditioned Uzawa algorithms for saddle point problems . SIAM Journal of Numererical Analysis , 31 : 1645 – 1661 .
- Wathen , A. J. and Sylvester , D. J. 1993 . Fast iterative solution of stabilized Stokes systems part I: Using simple diagonal preconditioners . SIAM Journal of Numererical Analysis , 30 : 630 – 649 .
- Sylvester , D. J. and Wathen , A. J. 1994 . Fast iterative solution of stabilized Stokes systems part II: Using general block preconditioners . SIAM Journal of Numererical Analysis , 31 : 1352 – 1367 .
- Wright , M. 1992 . Interior Methods for Constrained Optimization , 341 – 407 . Cambridge : Cambridge University Press . Acta Numerica
- Fortin , M. and Glowinski , R. 1983 . Augmented Lagrangian Methods: Applications to the Numerical Solution of Boundary Value Problems , New York : North-Holland .
- Zulehner , W. 2002 . Analysis of iterative methods for saddle-point problems: a unified approach . Mathematics of Computation , 71 : 479 – 505 .
- Bramble , J. H. and Paciak , J. E. 1988 . A preconditioning technique for indefinite systems resulting from mixed approximations of elliptic problems . Mathematics of Computation , 50 : 1 – 17 .
- Cao , Z.-H. 2003 . Fast Uzawa algorithm for generalized saddle point problems . Applied Numerical Mathematics , 46 : 157 – 171 .
- Bank , R. E. , Welfert , B. D. and Yserentant , H. 1990 . A class of iterative methods for solving saddle-point problems . Numerische Mathematik , 56 : 645 – 666 .