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- W2349855848 abstract "In this paper,the author studies the mixed quasi-variational inequalites which are an important generalization of variation inequalities,uses the fixed-point problems and the resolvent equation techniques which are equivalent to the mixed quasi-variational inequalities and suggest and analyze a four-step iterative method for solving mixed quasi-variational inequalities.The resolvent iterative methods converge for pseudomonotone and continuous operator T.The results can be viewed as significant extensions and amelioration of the previouslv known results for variational inequalities." @default.
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- W2349855848 date "2008-01-01" @default.
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- W2349855848 title "A four-step iterative method for solving mixed quasi-variational inequalities" @default.
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