weakly contractive maps
Fixed points of (ψ,φ) - almost weakly contractive maps in fuzzy metric spaces
... contraction maps which were later renamed by him as almost ...- weakly contractive maps and showed the existence of fixed points in complete metric ...of maps by broadening the result ...
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Fixed Points of Weakly Contractive Maps and Boundedness of Orbits
... introducing weakly contractive ...25 contractive conditions in order to compare them and obtain fixed point ...the maps numbered (1)–(25) by Rhoades ...
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Teoreme de punct fix pentru operatori multivoci contractivi in spatii metrice generalizate
... multivalued weakly contractive maps and applying generalized Caristis fixed point theorems he proved several fixed point results for such maps in the setting of metric and Banach ...
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Fixed points of generalized contraction maps in metric spaces
... Alemayehu, Point of coincidence and common fixed points of a pair of generalized weakly contractive maps, Journal of Advanced Research in Pure Mathematics, 2(2010), 89-106.... Babu and G[r] ...
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Vol 3, No 1 (2012)
... multi-valued weakly contractive maps and proved some fixed point results for such ...valued maps on generalized complete metric ...these maps. In this paper, using the concept of ...
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Fixed point theorems for weakly contractive mappings on g-Metric spaces and a homotopy result
... of weakly contractive maps in Hilbert spaces, in: ...Shakeel, Weakly contractive maps and common fixed points, ...for weakly contractive multivalued maps, ...
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Rakotch type contractive maps, square roots and uniform convexity
... of weakly contractive maps on the space B(S) of bounded real functions and show that Rakotch’s theorem can be used to prove a result of Zemanek [] about the existence of square roots in some Banach ...
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A Continuation Method for Weakly Contractive Mappings under the Interior Condition
... for weakly contractive maps, the property of having a fixed point is invariant by a certain class of homotopies, obtaining as a consequence a Leray-Schauder alternative for this class of maps ...
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A Continuation Method for Weakly Kannan Maps
... Granas 6, which is known as continuation method for contractive maps. In fact, the jump from a Banach space setting to the metric space setting was given by Granas himself in 6 for more information on this ...
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Fixed point results for multivalued contractive maps
... Note that, in general for x, y Î X, ω (x, y) ≠ ω (y, x), and ω (x, y) = 0 ⇔ x = y does not necessarily hold. Clearly, the metric d is a w-distance on X. Examples and properties of a w-distance can be found in [7,8]. For ...
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Fixed point theorems for Kannan-type maps
... In , Kada et al. [] introduced the notion of w-distance and improved several clas- sical results including Caristi’s fixed point theorem. Suzuki and Takahashi [] introduced single-valued and multi-valued ...
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Fixed points of weak α-contraction type maps
... of weakly contractive maps in Hilbert spaces and proved that any weakly contractive map defined on complete Hilbert spaces has a unique fixed ...of weakly contrac- tive maps ...
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Weakly contractive multivalued maps and w-distances on complete quasi-metric spaces
... theorem in terms of Q-functions, which generalizes and improves, in several senses, some well-known fixed point theorems. We also discuss the extension of our result to the case of multivalued maps. Although we ...
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Vol 3, No 1 (2012)
... general contractive conditions proved by ...of weakly commuting mappings, weakened the concept of commutativity of two ...of weakly commuting mappings by adding the notion of compatible mappings as ...
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Common fixed points of R-weakly commuting maps in generalized metric spaces
... certain contractive condi- tions has been at the center of rigorous research ...for maps satisfying property p in G-metric ...for contractive map- pings in partially ordered G-metric ...
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On coupled common fixed points for mixed weakly monotone maps in partially ordered S-metric spaces
... Proof It is a direct consequence of Lemma ., Remark . and Theorem .. For similar results of the following for maps on metric spaces and cone metric spaces, the readers may refer to [, Theorems ., ., ...
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Vol 9, No 7 (2018)
... Branciari [11] obtained a fixed point result for a single mapping satisfying an analogue of Banach’s contraction principle for an integral-type inequality. In 2007 Altun Ishak,, Trkoglu Duran and. Rhoades Billy E. [8] ...
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Vol 8, No 6 (2017)
... commuting maps (i.e. Compatibility implies Poin-twise R-Weakly Commutativity and are characterized in terms of coincidence ...generalized contractive condition and give some common fixed point ...
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Fixed point theorems for weakly T Chatterjea and weakly T Kannan contractions in b metric spaces
... The theoretical framework of metric fixed point theory has been an active research field over the last nine decades. Of course, the Banach contraction principle [] is the first im- portant result on fixed points for ...
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Coupled Fixed Point Theorem for Weakly Compatible Mappings in Menger Spaces
... Now, we prove a coupled fixed point theorem for a pair of weakly compatible maps satisfying -contractive conditions in Menger PM-space with a continuous t -norm of H -type.. At the end[r] ...
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