... one-parameter **nonexpansive** semigroup, the set of **solutions** to a **variational** **inclusion**, and the set of **solutions** to a **generalized** **equilibrium** ...

... an **equilibrium** problem and the set of **fixed** points of a **nonexpansive** mapping in Hilbert ...of **solutions** of the EPΦ and the set of common **fixed** points of **nonexpansive** mapping and ...

... of **solutions** to the problem 1.3, the set of **solutions** of an **equilibrium** **problems** and the set of **fixed** points of **nonexpansive** mappings in a Hilbert ...

... strongly to the **fixed** **point** x ∗ , which solves the quadratic minimization problem 1.8. Motivated and inspired by the researches going on in this direction, especially inspired by Zhang et al. 10, the ...

... of **solutions** of ...optimization **problems**, **variational** inequalities, minimax **problems**, and Nash **equilibrium** **problems**; see, for example, ...of **generalized** **equilibrium** ...

... of **solutions** of an **equilibrium** problem, the set of **fixed** points of a **nonexpansive** mapping and the set of **solutions** of a **variational** ...of **solutions** of an ...

... common **fixed** **point** x ∗ ∈ F(T ) , where F(T ) denotes the set of common **fixed** **point** of the **nonexpansive** ...The **point** x * solves the **variational** in-equality 〈(g f −A ) x* , ...

... for **equilibrium** **problems** and ﬁxed **point** **problems** of the asymptotically quasi- φ -**nonexpansive** ...mappings. **Fixed** **Point** Theory ...for **equilibrium** and ﬁxed ...

... common **solutions** of a ﬁnite family of **variational** inclusions for maximal monotone and inverse-strongly monotone mappings with the constraints of two **problems**: a **generalized** **mixed** ...

... of **solutions** for a system of **mixed** **equilibrium** **problems**, the set of common **fixed** **point** for a **nonexpansive** semigroup, and the set of **solutions** of the ...

... for all x, y ∈ C. We call such a mapping an (α, β )-**generalized** hybrid mapping. Kocourek, Takahashi and Yao [] proved a ﬁxed **point** theorem for such mappings in a Hilbert space. Furthermore, they proved a ...

... of **solutions** for **mixed** **equilibrium** **problems**, the set of **solutions** of the **variational** inclusions with set-valued maximal monotone mapping and inverse-strongly monotone mapping, ...

... In , Takahashi and Takahashi [] introduced an iterative scheme by the viscosity approximation method for ﬁnding a common element of the set of **solutions** of the EP and the set of ﬁxed points of a ...

... of **nonexpansive** mappings, the set of **solutions** of the **variational** inequality and the **generalized** **equilibrium** ...we **mixed** and modiﬁed the iterative methods ...

... optimization **problems**, **variational** inequality problem, minimax **problems**, the Nash **equilibrium** **problems** in noncooperative games and others (see [4] [5] [6] [7] [8] [9] [10] [11] ...

... of **solutions** of ...optimization **problems**, **variational** inequalities, minimax **problems**, and Nash **equilibrium** **problems**; see, for example, ...system **generalized** ...

... of **problems** which arise in economics, ﬁnance, image reconstruction, trans- portation, network and so on, appear as a special case of problem ...feasibility **problems**. So, it seems reasonable to study the ...

... It is clear that the class of κ-strictly pseudocontractive includes the class of **nonexpansive** mappings as a special case. The class of κ-strictly pseudocontractive mappings was intro- duced by Browder and ...

... common **fixed** points for **nonexpansive** **semigroups**, the set of common **fixed** points for an infinite family of a ξ-strict pseudocontraction, the set of **solutions** of a system of **mixed** ...

... the **variational** inequalities and **mixed** **equilibrium** **problems** over the common ﬁxed points set of **nonexpansive** **semigroups** in Hilbert ...