Coincidence and fixed points
On Random Coincidence & Fixed Points for a Pair of Multi-Valued & Single-Valued Mappings
... In this paper we introduced a new class of nonexpansive type mappings for a pair of multi-valued and single valued mappings which is a stochastic version of ´ Ciri´ c’s [3] fixed point theorem to find the ...
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Coincidence Points and Common Fixed Points for Expansive Type Mappings in $b$-Metric Spaces
... of points of coincidence and common fixed points for a pair of self mappings satisfying some expansive type conditions in the setting of b-metric ...
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Coincidence points and common fixed points for three mappings with integral type implicit contraction conditions on ordered metric spaces
... of coincidence points and common fixed points for three and two mappings respectively with integral type and semi-implicit con- tractive conditions on ordered metric spaces, and finally give a ...
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On ϕ-coincidence and common ϕ-fixed points in ordered metric spaces
... fixed points of F (x is a fixed point of F if F (x, x) = ...coupled coincidence and coupled common fixed point theorems for nonlinear contractive mappings F : X × X → X and g : X → X in ...
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On random coincidence and fixed points for a pair of multivalued and single valued mappings
... metric space such mappings have a unique fixed point. This class of mappings was further studied by many authors ( ´Ciri´c [2, 3], Singh and Mishra [21], and Rhoades et al. [16]). Singh and Mishra [21] have ...
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Coincidence and Fixed Points of Nonexpansive Type Multivalued and Single Valued Maps
... Abstract. Fixed point theory of nonexpansive and nonexpansive type single and multivalued mappings provides techniques for solving a variety of applied problems in mathematical sciences and engineer- ...and ...
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Coincidence and fixed points for contractions and cyclical contractions in partial metric spaces
... Now our purpose is to check that such a point is unique. Suppose to the contrary that there is another common fixed point of T, S and R, say q. Then, applying (.) with x = y = q, we obtain easily that p(q, Tq) = p(q, ...
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9. Coincidence and fixed points in $G$-metric spaces
... Motivated by the results of Imdad et al. [12], we extend the notions of subcom- patible mappings and subsequential continuity in framework of G-metric spaces and prove a common fixed point theorems for four self ...
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Coincidence and fixed points for compatible and relatively nonexpansive maps
... Non-continuous compatible and relatively nonexpansive maps on star-shaped compact subsets of normed linear spaces are highlighted, and two theorems of Dotson are generalized... KEY WORDS[r] ...
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Coincidence and fixed points of nonlinear Hybrid contractions
... points of hybrid contractions, that is, contractive conditions involving slngle-valued and multi-valued mappings... If f is not the identity mapping, then commmtlng mappings f and T sati[r] ...
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Fixed and Periodic Point Theorems on Symmetric Spaces
... common fixed-point theorems for noncompatible mappings under strict contractive ...common fixed-point theorems for strict contractive noncompatible mappings in metric ...common fixed point theorems ...
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Fixed points and coincidence points for multimaps with not necessarily bounded images
... Proof. Since S and h are continuous on X, the function which maps x ∈ X to d(Sx,hx) is continuous on X. From Proposition 3.21 and inequality (4.14) we have d(Sx,hx) ≤ ϕ(d(Sx,Sy)) if Sx = hy. Since S and h are weakly ...
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On coincidence and common fixed points of nearly densifying mappings
... establish coincidence and common fixed point theo- rems for certain new classes of nearly densifying mappings in complete metric ...general coincidence point the- orems for two pairs of ...
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Online Full Text
... common fixed points and points of coincidence of a pair of mappings satisfying a generalized contractive type condition in cone metric ...
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Fixed Point Of Multivalued Mapping On Polish Space
... Random fixed point theorems are of fundamental importance in probabilistic functional ...classical fixed point theorems and are required for the theory of random ...random fixed point theorems for ...
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Common random fixed points of compatible random operators
... random fixed point theory was initiated by the Prague school of proba- bilists in the 1950s [12, 13, ...Random fixed point theorems are stochastic general- ization of classical fixed point ...dom ...
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Unique common fixed points for two mappings with Kannan-Chatterjea type conditions on cone metric spaces over Banach algebras without normality
... Definition 2.5. ([16]) Let f , g : X → X be two mappings. If w = f x = gx for some x, w ∈ X , then x is called a coincidence point of f and g, and w is a point of coincidence of f and g. Lemma 2.8. ([16]) ...
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On Coincidence and Fixed-Point Theorems in Symmetric Spaces
... some fixed-point ...common fixed points. However, the study of the existence of common fixed points for noncompatible mappings is, also, very ...common fixed-point theorems for ...
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Pof a real Banach spaceE is called a cone if
... the fixed points of a nonlinear mapping. In fact, fixed point theorems are very important tools for proving the existence and uniqueness of the solutions to various mathematical models (differential, ...
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Some Common Fixed Point Results in Cone Metric Spaces
... on points of coincidence and common fixed points for three self-mappings satisfying generalized contractive type conditions in cone metric ...common fixed points for two ...
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