[HTML][HTML] Extended Lorentz cones and variational inequalities on cylinders
SZ Németh, G Zhang - Journal of optimization Theory and Applications, 2016 - Springer
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz Cones and Variational Inequalities on Cylinders
SZ Németh, G Zhang - Journal of Optimization Theory and Applications, 2016 - dl.acm.org
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz cones and variational inequalities on cylinders
SZ Németh, G Zhang - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
Solutions of a variational inequality are found by giving conditions for the monotone
convergence with respect to a cone of the Picard iteration corresponding to its natural map …
convergence with respect to a cone of the Picard iteration corresponding to its natural map …
Extended Lorentz Cones and Variational Inequalities on Cylinders.
S Németh, G Zhang - Journal of Optimization Theory & …, 2016 - search.ebscohost.com
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz cones and variational inequalities on cylinders
SZ Németh, G Zhang - arXiv preprint arXiv:1503.06119, 2015 - arxiv.org
Solutions of a variational inequality are found by giving conditions for the monotone
convergence with respect to a cone of the Picard iteration corresponding to its natural map …
convergence with respect to a cone of the Picard iteration corresponding to its natural map …
[PDF][PDF] Extended Lorentz cones and variational inequalities on cylinders
S Nemeth, G Zhang - 2015 - pure-oai.bham.ac.uk
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz Cones and Variational Inequalities on Cylinders
SZ Németh, G Zhang - Journal of Optimization Theory and …, 2016 - econpapers.repec.org
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz Cones and Variational Inequalities on Cylinders
SZ Németh, G Zhang - Journal of Optimization Theory and …, 2016 - search.proquest.com
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
[PDF][PDF] Extended Lorentz Cones and Variational Inequalities on Cylinders
SZ Németh, G Zhang - J Optim Theory Appl, 2016 - core.ac.uk
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …
Extended Lorentz Cones and Variational Inequalities on Cylinders
SZ Németh, G Zhang - Journal of Optimization Theory and Applications, 2016 - infona.pl
Solutions of a variational inequality problem defined by a closed and convex set and a
mapping are found by imposing conditions for the monotone convergence with respect to a …
mapping are found by imposing conditions for the monotone convergence with respect to a …