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New extragradient methods with non-convex combination for pseudomonotone equilibrium problems with applications in Hilbert spaces
2019
Filomat
In the literature, the most authors modify the viscosity methods or hybrid projection methods to construct the strong convergence algorithms for solving the pseudomonotone equilibrium problems. In this paper, we introduce some new extragradient methods with non-convex combination to solve the pseudomonotone equilibrium problems in Hilbert space and prove the strong convergence for the constructed algorithms. Our algorithms are very different with the existing ones in the literatures. As the
doi:10.2298/fil1906677w
fatcat:pendyvntyfd6hhdxs5fu7ydo2q