Regularization method for Noor’s variational inequality problem induced by a hemicontinuous monotone operator
Yeol Je Cho, Narin Petrot · Fixed Point Theory and Applications · 2012
In this paper, we provide a regularization method for finding a solution of Noor’s variational inequality problem induced by a hemicontinuous monotone operator. Moreover, such a solution is related to the set of zero of inverse strongly monotone mappings. Consequently, since we do not assume the strong monotonicity of the considered operator, our results are general and extend some well-known results in the literature.