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Fang, S.-C.

( S.-C. Fang)


problem solution method function algorithm result inequality approach step 2 case complementarity point 0.0 variational iteration 1.0 block p 0 lemma plane method plane optimization matrix r 0 matrix assumption programming theorem column test problems complementarity problems index algorithm 3.1 constraint number step 2 variational inequalities lsivi block proof variational inequality problem vector siam j complementarity problem sequence condition program center section paper lemma 1 goffin entropic nonlinear partition convergence discretization discretization approach definition newton method newton equilibrium constraints termination entropic regularization approach property regularization x rn | example parameter notice equilibrium application value system index sets 3.1 entropy function criterion approximation theory facchinei -6600.0000 plane approach




3 Most Recent Publications

Entropic regularization approach for mathematical programs with equilibrium constraints (Research Paper)
Birbil, S.I. Fang, S.-C. Han, J.
2002-12-31
Solving variational inequalities defined on a domain with infinitely many linear constraints (Research Paper)
Fang, S.-C. Wu, S. Birbil, S.I.
2002-12-31
On the finite termination of an entropy function based smoothing Newton method for vertical linear complementarity problems (Research Paper)
Fang, S.-C. Han, J. Huang, Z. Birbil, S.I.
2002-12-31