QPSchur: A dual, active-set, Schur-complement method for large-scale and structured convex quadratic programming

Bartlett, Roscoe A. / Biegler, Lorenz T. | Online Contents | 2006

Tuning the Schur complement computations for finite element partitions

Nikishkov, G.P. / Kanda, H. / Makinouchi, A. | Tema Archiv | 2000

On the H1/2 Norm Based Schur Complement Preconditioners

Kiss, B. / Krebsz, A. | British Library Conference Proceedings | 1996

Using Schur complement theorem to prove convexity of some SOC-functions

Chen, J.-S. / Liao, T.-K. / Pan, S. | British Library Online Contents | 2012

Aggregation multigrid method for schur complement system in FE analysis of continuum elements

Ko, J.H. / Lee, B.C. | British Library Online Contents | 2008