We introduce a new notion of semi-cyclic contractiveness for a pair (S, T) of mappings in a Banach space. We then prove a theorem on the existence and convergence of best proximity points for a semi-cyclic contraction pair (S, T). In case that S = T, the semi-cyclic contraction pair reduces to the cyclic contraction map already considered by Eldred and Veeramani in [3].
We introduce a notion of cyclic Meir–Keeler contractions and prove a theorem which assures the exist...
We introduce a notion of cyclic Meir\u2013Keeler contractions and prove a theorem which assures the ...
In this paper, a new type of non-self-mapping, called Berinde MT-cyclic contractions, is introduced ...
Abstract. In this article, we introduce the notion of a semi cyclic ϕ-contraction pair of mappings, ...
In this article, we introduce the notion of a semi cyclic ϕ-contraction pair of mappings, which cont...
The purpose of this paper is to introduce new types of contraction condition for a pair of maps $(S,...
We first consider a cyclic -contraction map on a reflexive Banach space and provide a positive a...
We introduce a new class of mappings, called p-cyclic \phi-contractions, which contains the p-cyclic...
In this paper, we introduce the concept of cyclic p-contraction pair for single-valued mappings. The...
We introduce a new class of mappings, called p-cyclic \phi-contractions, which contains the p-cyclic...
In this paper, we present some new best proximity point theorems for three operators acting in Banac...
The aim of this paper is to prove some best proximity point theorems for new classes of cyclic mappi...
In this article, we survey the existence, uniqueness and convergence of a common best proximity poin...
We consider p-cyclic mappings and prove an analogous result to Edelstien contractive theorem for bes...
We consider p-cyclic mappings and prove an analogous result to Edel-stien contractive theorem for be...
We introduce a notion of cyclic Meir–Keeler contractions and prove a theorem which assures the exist...
We introduce a notion of cyclic Meir\u2013Keeler contractions and prove a theorem which assures the ...
In this paper, a new type of non-self-mapping, called Berinde MT-cyclic contractions, is introduced ...
Abstract. In this article, we introduce the notion of a semi cyclic ϕ-contraction pair of mappings, ...
In this article, we introduce the notion of a semi cyclic ϕ-contraction pair of mappings, which cont...
The purpose of this paper is to introduce new types of contraction condition for a pair of maps $(S,...
We first consider a cyclic -contraction map on a reflexive Banach space and provide a positive a...
We introduce a new class of mappings, called p-cyclic \phi-contractions, which contains the p-cyclic...
In this paper, we introduce the concept of cyclic p-contraction pair for single-valued mappings. The...
We introduce a new class of mappings, called p-cyclic \phi-contractions, which contains the p-cyclic...
In this paper, we present some new best proximity point theorems for three operators acting in Banac...
The aim of this paper is to prove some best proximity point theorems for new classes of cyclic mappi...
In this article, we survey the existence, uniqueness and convergence of a common best proximity poin...
We consider p-cyclic mappings and prove an analogous result to Edelstien contractive theorem for bes...
We consider p-cyclic mappings and prove an analogous result to Edel-stien contractive theorem for be...
We introduce a notion of cyclic Meir–Keeler contractions and prove a theorem which assures the exist...
We introduce a notion of cyclic Meir\u2013Keeler contractions and prove a theorem which assures the ...
In this paper, a new type of non-self-mapping, called Berinde MT-cyclic contractions, is introduced ...
.png%3Fwidth%3D300&w=3840&q=75)
Add to ORKG