The extragradient method for quasi-monotone variational inequalities
Salahuddin Salahuddin
Abstract
The goal of this paper is to study quasi-monotone variational inequality problems in infinite dimensional Hilbert spaces and to prove that the iterative sequence generated by an extragradient algorithm converges weakly to a solution.
Topics & Concepts
Variational inequalityMathematicsMonotone polygonHilbert spaceSequence (biology)Applied mathematicsStrongly monotoneIterative methodInequalityConvergence (economics)Pure mathematicsMathematical optimizationMathematical analysisEconomic growthGeneticsGeometryEconomicsBiologyOptimization and Variational AnalysisContact Mechanics and Variational InequalitiesTopology Optimization in Engineering