Auxiliary Principle Technique for Equilibrium Problems

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Extragradient algorithms extended to equilibrium problems (2008, methodology): “Noor in [25] used the auxiliary problem principle to develop iterative methods for solving problems where the equlibrium bifunctions are supposed to be partially relaxed strongly monotone.”
On iterative methods for equilibrium problems (2009, methodology): “Furthermore, problem (1) has important applications in pure and applied sciences; see [1-19].”
On the proximal point method for equilibrium problems in Hilbert spaces (2010, background): “The regularized problem in [19] (see also [18]), can be rewritten as”
Invex equilibrium problems (2005, methodology): “However, it is known [3,5,15,16,19–22] that projection, Wiener–Hopf equations, proximal and resolvent equations techniques cannot be extended and generalized to suggest and analyze similar iterative methods for solving invex equilibrium problems and variational-like inequalities due to the presence ”