Contraction Mapping
Dissipative Properties of ω Order Preserving Partial Contraction Mapping in Semigroup of Linear Operator
... partial contraction mapping in se- migroup of linear operator could be seen in Engel and Nagel [8], Vrabie [9], La- radji and Umar [10], Rauf and Akinyele [11] and Rauf et ...
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Generalization of Contraction mapping in complex-valued metric space
... The notion of complex-valued metric spaces was introduced by Azam et al. [4]. He introduced the new concept and established a common fixed point result in the context of complex-valued metric spaces. In this paper, we ...
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Common fixed points of f contraction mapping with generalized altering distance function in partially ordered metric spaces
... common contraction mapping defined on complete metric spaces endowed with a partial order by using altering distance ...fixed contraction mappings defined on complete metric spaces endowed with a ...
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Switching Regimes in Economics: The Contraction Mapping and the ω Limit Set
... a contraction property for the discontinuity points of the dynamical system, where the system ...the contraction property of the metric function between adjacent solutions, and calculate the ω-limit set of ...
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GENERALIZATION OF SELFMAPS AND CONTRACTION MAPPING PRINCIPLE IN D-METRIC SPACE.
... Large number of fixed point results for selfmappings satisfying various types of contractive inequalities which in [ 5, 9 ,12]. In this paper, theorems on selfmaps and some fixed point theorems are proved in D-metric ...
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Optimal oral drug dosing via application of the contraction mapping theorem
... The problem of determining an oral dose, or schedule of oral doses, that gives rise to an arbitrary area-under-curve or to points on the time-series for a vari- able of interest in a drug kinetics model is considered. ...
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Generalized Contraction Mapping and Fixed Point Theorems in Complete Metric Space
... the contraction mapping theorems states that a strict contraction on a complete Metric Space has a unique fixed point ...of contraction mapping in complete metric space which include ...
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The cycle contraction mapping theorem
... T\e Cycle Contraction Mapping Theorem is both an extension of Wadge's cycle sum theorem for Kahn data flow and a generalisation of Banach's contraction mapping theorem to a class of quas[r] ...
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An extension of the contraction mapping principle to Lipschitzian mappings
... The results of this paper constitute applications of this concept of (δ, k)-weak contrac- tions to obtain existence results for all Lipschitzian maps satisfying a certain boundedness notion as stated below. It is also ...
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Further generalized contraction mapping principle and best proximity theorem in metric spaces
... The aim of this paper is to prove a more generalized contraction mapping principle. By using this more generalized contraction mapping principle, a further generalized best proximity theorem ...
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Fixed Point Results for Weakly C Contraction Mapping in Modular Metric Spaces
... In 2006, Chistyakov introduced the notion of modular metric space in [9]. Recently, there have been many interesting results in the field of existence and uniqueness of fixed point in complete modular metric (see [10] ...
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Existence of coincidence point and common fixed point for non commuting almost contraction mapping in cone b metric spaces
... almost contraction, by restricting the ambient space to the class of usual metric ...a contraction mapping principle in b-metric space that generalized the famous Banach contraction principle ...
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Optimal solutions for nonlinear proximal CN contraction mapping in metric space
... The objective of this paper is to solve an optimal solutions for new nonlinear mapping in the setting of metric spaces. Our results extend, generalize, and improve some known results from best proximity point ...
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Fixed Points of Different Contractive Type Mappings on Tensor Product Spaces
... Banach’s contraction mapping principle [ ] has been the source of metric fixed point theory with its wide applicability in different branches of ...contractive mapping to prove the fixed point ...for ...
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Coupled common fixed point theorems for (ψ, φ)-contractive mixed monotone mappings in partially ordered G-metric spaces
... Kumam, Coupled fixed point theorems for contraction mapping induced by cone ball-metric in partially ordered spaces, Fixed Point Theory Appl.. Dhage, Generalized metric space and mapping[r] ...
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G Contractive Sequential Composite Mapping Theorem in Banach or Probabilistic Banach Space and Application to Prey Predator System and A & H Stock Prices
... composite mapping and periodic mapping in Banach or prob- abilistic Bannach space are proved, which allow some contraction ratios of the sequence of mapping might be larger than or equal to 1, ...
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Random Fixed Point TheoremsIn Metric Space
... Fixed point theory is one of the most dynamic research subjects in nonlinear sciences. Regarding the feasibility of application of it to the various disciplines, a number of authors have contributed to this theory with a ...
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Edelstein type fixed point theorems
... Banach contraction mapping principle [] which states that each contraction defined on a complete metric space X has a unique fixed ...a contraction, but also showed how to evaluate this ...of ...
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Banach contraction principle for cyclical mappings on partial metric spaces
... Banach contraction mapping principle is considered to be the core of many extended fixed point ...the contraction type conditions used in those generalizations do not reflect the struc- ture of a ...
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ZAMFIRESCU MAPS AND IT’S STABILITY ON GENERALIZED SPACE
... Zamfirescu contraction maps on the setting of generalized metric ...the contraction mapping principle give this remarkable result of stability in view of the attractor, the invariance and the ...
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