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We remark here that problem (1.2) was first introduced by Fan [29].
We remark here that the equilibrium problem was first introduced by Fan [11].
Remark 3.3 We remark here that the algorithm is convergence under mild restrictions.
We remark here that Toeplitz structured matrices belong to a subclass of the persymmetric matrices [19, 21, 29].
We remark here that there are close relationships between the k-normal distribution and the Weibull distribution [1].
We remark here that k-starlike functions and k-uniformly convex functions are related to domains bounded by conical sections.
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As we remarked here before, high regional disparities become a development failure, not only because poverty remains stuck in laggard regions, but also because rising political tensions can undermine national efforts.
We also remark here that if we take F = 0 and S = I, then we easily obtain convergence theorems of solutions of variational inequality (1.3).
We should remark here that taking and in proof of Theorem 2.6, we arrive at (2.58).
We also remark here that if κ = 1, then S is said to be an asymptotically pseudocontractive mapping which was introduced by Schu [13] in 1991.
We also remark here that the framework of the space in this paper can be applicable to L p, p ≥ 1. Finally for a single mapping and bifunction, we have the following result.
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