AbstractSome existence theorems are known for coupled quasi-fixed points of nonlinear mixed monotone operators from ak-fold conical segment [u0,v0] into a real Banach space, wherek=1 or 2. In this note, we extend those results to an arbitrary but finitekby a simple but nontrivial iterative mechanism. Interestingly enough, for mixed monotone operators withk≥3 folds, the Lipschitz condition ensuring the uniqueness of their fixed points is as simple as the cases ofk≤2
Abstract Using the concept of a mixed g-monotone mapping, we prove some coupled coincidence and coup...
AbstractIt is shown that a mixed monotone property in coupled fixed point results can be replaced by...
In this paper, we prove some coupled coincidence point theorems for such nonlinear contraction mappi...
AbstractSome existence theorems are known for coupled quasi-fixed points of nonlinear mixed monotone...
AbstractBy associating with a mixed monotone operator a monotone operator on product space, several ...
In the manuscript, a concept of a mixed monotone mapping is introduced and a coupled fixed point the...
The object of this paper is to establish the existence and uniqueness of coupled fixed points under ...
AbstractIn this paper, a class of mixed monotone operators with convexity and concavity are investig...
AbstractIn this paper, the existence and iterative approximation of coupled fixed points for mixed m...
We introduce the concept of mixed (G,S)-monotone mappings and prove coupled coincidence point theore...
AbstractWe obtain coupled coincidence and coupled common fixed point theorems for mixed g-monotone n...
The aim of this paper is to extend the results of Bhaskar and Lakshmikantham and some other authors ...
Abstract:- The purpose of this article is to prove coupled fixed point theorem for non linear contr...
In this paper, we extend and complement some recent results of coupled fixed point theorems of Luong...
We consider the existence of a coupled fixed point for mixed monotone mapping F:X×X→X satisfying a n...
Abstract Using the concept of a mixed g-monotone mapping, we prove some coupled coincidence and coup...
AbstractIt is shown that a mixed monotone property in coupled fixed point results can be replaced by...
In this paper, we prove some coupled coincidence point theorems for such nonlinear contraction mappi...
AbstractSome existence theorems are known for coupled quasi-fixed points of nonlinear mixed monotone...
AbstractBy associating with a mixed monotone operator a monotone operator on product space, several ...
In the manuscript, a concept of a mixed monotone mapping is introduced and a coupled fixed point the...
The object of this paper is to establish the existence and uniqueness of coupled fixed points under ...
AbstractIn this paper, a class of mixed monotone operators with convexity and concavity are investig...
AbstractIn this paper, the existence and iterative approximation of coupled fixed points for mixed m...
We introduce the concept of mixed (G,S)-monotone mappings and prove coupled coincidence point theore...
AbstractWe obtain coupled coincidence and coupled common fixed point theorems for mixed g-monotone n...
The aim of this paper is to extend the results of Bhaskar and Lakshmikantham and some other authors ...
Abstract:- The purpose of this article is to prove coupled fixed point theorem for non linear contr...
In this paper, we extend and complement some recent results of coupled fixed point theorems of Luong...
We consider the existence of a coupled fixed point for mixed monotone mapping F:X×X→X satisfying a n...
Abstract Using the concept of a mixed g-monotone mapping, we prove some coupled coincidence and coup...
AbstractIt is shown that a mixed monotone property in coupled fixed point results can be replaced by...
In this paper, we prove some coupled coincidence point theorems for such nonlinear contraction mappi...
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