%0 Journal Article %1 IJACSA.2012.030413 %A Yin, Chengjiang %D 2012 %J International Journal of Advanced Computer Science and Applications(IJACSA) %K Global Infinite The Uniformly below; bound convergence. from inequality; positive variational %N 4 %T A Globally Convergent Algorithm of Variational Inequality %U http://ijacsa.thesai.org/ %V 3 %X The algorithm of variational inequality is the important and valuable question in real life all the time. In this paper, a globally convergent algorithm of variational inequality is proposed. The method ensures that the corrector step sizes have a uniformly positive bound from below. In order to prove convergence of algorithm, we first establish some definitions, properties and theorem, and then we prove its global convergence under appropriate conditions.

@article{IJACSA.2012.030413, abstract = {The algorithm of variational inequality is the important and valuable question in real life all the time. In this paper, a globally convergent algorithm of variational inequality is proposed. The method ensures that the corrector step sizes have a uniformly positive bound from below. In order to prove convergence of algorithm, we first establish some definitions, properties and theorem, and then we prove its global convergence under appropriate conditions. }, added-at = {2014-02-21T08:00:08.000+0100}, author = {Yin, Chengjiang}, biburl = {https://www.bibsonomy.org/bibtex/2ed50a287d4194d8a18183a957e42026f/thesaiorg}, interhash = {5a19f0b67885f2e091c4563610ef4ed2}, intrahash = {ed50a287d4194d8a18183a957e42026f}, journal = {International Journal of Advanced Computer Science and Applications(IJACSA)}, keywords = {Global Infinite The Uniformly below; bound convergence. from inequality; positive variational}, number = 4, timestamp = {2014-02-21T08:00:08.000+0100}, title = {{A Globally Convergent Algorithm of Variational Inequality}}, url = {http://ijacsa.thesai.org/}, volume = 3, year = 2012 }