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Remarks on Occasionally Weakly Compatible Maps Versus Occasionally Weakly Compatible Maps
. In this paper, we discuss some important and interesting remarks on the concept of occasionally weakly compatible (owc) mappings, which is an active and interesting area of research in the present era.
Deepmala, Pathak H. K.
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Weakly Compatible Maps and Fixed Points [PDF]
Here, the existence of fixed points for weakly compatible maps is studied. The results are new generalization of the results of [5]. Finally, we study the new common fixed point theorems.
Mosa Shahsavari +2 more
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Compatible mappings and common fixed points revisited [PDF]
A fixed point theorem involving a Meir-Keeler type contraction principle is refined by diminishing continuity requirements.
Gerald Jungck
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3D compatible ternary systems and Yang-Baxter maps [PDF]
According to Shibukawa, ternary systems defined on quasigroups and satisfying certain conditions provide a way of constructing dynamical Yang-Baxter maps. After noticing that these conditions can be interpreted as 3-dimensional compatibility of equations
Kouloukas, Theodoros E. +1 more
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Some Results for Compatible maps on Neutrosophic Metric Spaces [PDF]
The neutrosophic theory has been effectively used to address uncertainty and ambiguity. Neutrosophic Metric Space (NMS) was introduced by Krisci and Simsek in 2020.
S. Sowndrarajan, M. Jeyaraman
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Occasionally Weakly Compatible Mappings [PDF]
In this paper, the concept of compatible maps of type (A) and occasionally weakly compatible maps in fuzzy metric space have been applied to prove common fixed point theorem. A fixed point theorem for six self maps has been established using the concept of compatible maps of type (A) and occasionally weakly compatible maps, which generalizes the result
Amit Kumar Govery, Mamta Singh
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Note on Common Fixed Point Theorems in Convex Metric Spaces
In the present paper, we pointed out that there is a gap in the proof of the main result of Rouzkard et al. (The Bulletin of the Belgian Mathematical Society 2012).
Anil Kumar, Aysegul Tas
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Common Fixed Point for Meir–Keeler Type Contraction in Bipolar Metric Space
In mathematical analysis, the Hausdorff derivatives or the fractal derivatives play an important role. Fixed-point theorems and metric fixed-point theory have varied applications in establishing a unique common solution to differential equations and ...
Penumarthy Parvateesam Murthy +5 more
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A Unique Common Fixed Point for an Infinity of Set-Valued Maps
The main purpose of this paper is to establish some common fixed point theorems for single and set-valued maps in complete metric spaces, under contractive conditions by using minimal type commutativity and without continuity.
Bouhadjera Hakima
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FLOOD RISK MAPPING IN CANADA: 2. COMPATIBLE MAPPING [PDF]
Compatible procedures have two requirements: (i) they yield a total uncertainty in depth of inundation which does not exceed that determined by the map use and (ii) they yield uncertainties in water surface elevation and ground elevation which do not differ by more than a factor of two.
J.D. Paine, W.E. Watt
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