[PDF] Top 20 SOME FIXED POINT THEOREMS IN CONE RANDOM METRIC SPACE USING RANDOM OPERATORS
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SOME FIXED POINT THEOREMS IN CONE RANDOM METRIC SPACE USING RANDOM OPERATORS
... Definition 2.2: Measurable function: Let (β¦, β) be a measurable space with β a sigma algebra of subsets of β¦ and π a non-empty subset of a metric space π = (π, π). Let 2 π be the family of all ... See full document
5
Fixed point theorems in cone random metric spaces
... Random fixed point theorem for contraction mappings in polish spaces and random fixed point theorems are of fundamental importance in probabilistic functional ...common ... See full document
9
On local nonunique random fixed point theorems for Dhage type contractive mappings in Polish spaces
... a random fixed point of the random mapping T (Ο ) if T (Ο)x(Ο ) = x(Ο ) for all Ο β ...β¦. Random fixed point theory for random operators in separable Banach ... See full document
17
Some nonunique random fixed point theorems in Polish spaces
... The fixed point theory of nonlinear operators with PPF dependence which is depending upon past, present and future data was developed in Bernfield ...domain space of the nonlinear operator was ... See full document
19
Some Fixed Point Theorems for Convex Metris Space taking Random Operator
... common fixed point for a finite family of random operatorsβ International ...βSome random fixed point theorems ... See full document
8
Weak contractive inequalities and compatible mixed monotone random operators in ordered metric spaces
... coincidence point theorems are stochastic generalizations of classical coinci- dence point ...theorems. Some random ο¬xed point theorems play an important role in ... See full document
20
A Common Random Fixed Point Theorem for Weakly Compatible Mappings in Cone Random Metric Spaces
... Fixed point theory has the diverse applications in differ- ent branches of mathematics, statistics, engineering, and eco- nomics in dealing with the problems arising in approximation theory, potential ... See full document
8
Common random fixed point results with application to a system of nonlinear integral equations
... hand, some authors [12], [17]-[22] applied a random fixed point theorem to prove the existence of a solu- tion in a sparable Banach space of a random nonlinear integral ...dom ... See full document
8
Common fixed point for two mapping in N-cone metric spaces
... N-cone metric space and proved fixed point theorems for asymptotically regular ...G-cone metric space and generalized D-metric ...unique fixed ... See full document
16
Dislocated metric space to metric spaces with some fixed point theorems
... Fixed point theory is one of the most dynamic research subjects in nonlinear ...complete metric space has a unique ο¬xed ...ο¬xed point by oο¬ering a smart and plain ...dislocated ... See full document
19
Some Generalizations of Fixed Point Theorems in Cone Metric Spaces
... introduced cone metric spaces, which is a generalization of metric spaces, by replacing the real numbers with ordered Banach ...proved some fixed point theorems for ... See full document
10
Some common fixed point theorems in cone metric spaces
... Definition 2.8. [3] Let f and g be self-maps on a set X . If w = f x = gx for some x in X , then x is called coincidence point of f and g, where w is called a point of coincidence of f and g. ... See full document
13
Fixed point theorems for generalized quasi-contractions in cone $b$-metric spaces over Banach algebras without the assumption of normality with applications
... non-normal cone b-metric space over a Banach algebra but in [24, Theorem ...of cone metric space, depending strongly on the normality of the underlying ... See full document
19
Fixed point theorems under c-distance in ordered cone metric space
... celebrated fixed point theorem ...terward, some various definitions of contractive mappings were introduced by other researchers and several fixed and common fixed point theo- ... See full document
9
Random fixed point theorems in partially ordered metric spaces
... measurable space, X be a real separable complete generalized metric space with partial ordering and F : Γ X β X be a continuous random operator such that, for each Ο β , the function F(Ο, Β·) ... See full document
19
Cone S-Metric Space and Fixed Point Theorems of Contractive Mappings
... C, C, C } (2.10) for all B, C β with non negative real numbers β b β {1,2,3,4,5,6 satisfying max{β & + β ' + 3β a + β j + 3β k , β & + β ` + β a + β k } βΊ 1 Then has a unique fixed point Q β and we ... See full document
7
Some fixed point theorems via generalized c-distance in ordered cone metric spaces
... Theorem 3.6. Let (X , v) be a partially ordered set and suppose that (X ,d) is a complete cone metric space. Let q be a generalized c-distance of order j on X and f : X β X be a continuous and ... See full document
15
Some Coupled Fixed Point Theorems in Cone Metric Spaces
... of metric spaces by considering vector-valued metrics cone metrics with values in an ordered real Banach ...proved some fixed point theorems in cone metric spaces ... See full document
8
A generalised fixed point theorem of presic type in cone metric spaces and application to markov process
... of metric space by replacing the set of real numbers by ordered normed spaces, defined a cone metric space and proved some fixed point theorems of ... See full document
8
Study of Common Fixed Point Results for Compatible Mappings in Cone Metric Space
... coincidence point results for various classes of mappings in a metric ...a metric space, replacing the set of real numbers by an ordered Banach space and obtained some ... See full document
9
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