... establish **coupled** **coincidence** **point** and **coupled** ﬁxed **point** results for compatible mappings in partially ordered intuitionistic generalized fuzzy metric spaces and construct an example ...

18

... certain **coupled** **coincidence** **point** results of mappings involved herein are ...certain **coupled** ﬁxed **point** results without mixed monotone property of ...

21

... Abstract. **Coupled** **coincidence** and fixed **point** problems have begun to be considered only very ...a **coupled** **coincidence** **point** theorem for a compatible pair of mappings in fuzzy ...

7

... and **coupled** **coincidence** **point** and proved some **coupled** **coincidence** **point** and common **coupled** ﬁxed **point** theorems in partially ordered complete metric ...

21

... Hence, we have proved that F and g have a **coupled** **coincidence** **point**. Now, we will replace the continuity of F in Theorem . by a condition on sequences. Theorem . Let (X, ≤ ) be a partially ...

10

... the **coupled** **coincidence** **point** theorems for a w ∗ -compatible mapping in partially ordered cone metric spaces over a solid cone without the mixed g-monotone ...common **coupled** ﬁxed **point** ...

20

... of **coupled** **coincidence** points (x, y), (x ∗ , y ∗ ) ∈ X × X, there exists a **point** (u, v) ∈ X × X such that (gu, gv) is comparable to (gx, gy) and (gx ∗ , gy ∗ ...unique **coupled** ...

11

... a **coupled** **coincidence** **point** and a **coupled** **point** of **coincidence** for nonlinear contractive mappings in partially ordered metric spaces equipped with ...Related **coupled** ...

11

... some **coincidence** **point** results for generalized weak contractions with discontinuous control ...some **coupled** **coincidence** **point** results which eﬀectively generalize a number of established ...

21

... prove **coupled** **coincidence** **point** and **coupled** common ﬁxed **point** theorems for mappings under φ-contractive conditions in partially ordered G-fuzzy metric ...ﬁxed **point** result in ...

17

... F(X × X) ⊆ g(X) and g(X) is a complete subspace of X. Hence, the conditions of Theo- rem . are satisﬁed, that is, F and g have a **coupled** **coincidence** **point** (, ). Also, F and g are w-compatible at ...

14

... of **coupled** **coincidence** **point** and **coupled** **point** of **coincidence** for nonlinear contractive mappings in the context of complex valued metric spaces besides proving existence theorems ...

14

... Very recently, Hussain et al. (Fixed **Point** Theory Appl. 2014:62, 2014) announced the existence and uniqueness of some **coupled** **coincidence** **point**. In this short note we remark that the announced ...

10

... Remark . In the above theorem, condition (iii) is a substitution for the mixed monotone property that has been used in most of the **coupled** ﬁxed **point** results so far. Note that this condition is trivially ...

12

... of **coupled** fixed ...of **coupled** **coincidence** **point** and mixed g-monotone property in ...on **coupled** fixed **point** theory including [3, 5, 10, 11, 20, 21, 25, ...

18

... obtain **coupled** **coincidence** **point** and common fixed **point** theorems for a pair of multi-valued and single valued mappings which satisfy generalized contractive condition in complete metric ...

11

... a **coupled** **coincidence** **point** of F and g, and therefore (gu, gu) is a **coupled** **point** of **coincidence** of F and g, and by its uniqueness, we get gu = ...common **coupled** fixed ...

19

... Recently, Choudhury et al. proved a **coupled** **coincidence** **point** theorem in a partial order fuzzy metric space. In this paper, we give a new version of the result of Choudhury et al. by removing some ...

12

... unique **coupled** **coincidence** **point**. Let (x ∗ , x ∗ ) be the **coupled** ﬁxed **point** of G, that is, x ∗ = G(x ∗ , x ∗ ...unique **coupled** **coincidence** **point** of F and ...

18

... to **coupled** and tripled **coincidence** **point** ...establish **coupled** **coincidence** **point** results of Lakshmikantham and Ćirić, Binayak et ...tripled **coincidence** **point** results ...

9