[PDF] Top 20 Unique fixed point theorems on generalized cone metric spaces
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Unique fixed point theorems on generalized cone metric spaces
... of generalized metric spaces, Mustafa and Sim (6,7) introduced the concept of G- metric ...several fixed point theorems satisfying different contractive ...of cone ... See full document
8
Multivalued fixed point theorems in cone b metric spaces
... complete cone b-metric if every Cauchy sequence in X is ...of cone spaces with non-normal solid cones, cannot be provided by reducing to metric spaces, because in this case ... See full document
9
Some Coupled Fixed Point Theorems in Cone Metric Spaces
... 1 generalized the concept of metric spaces by considering vector-valued metrics cone metrics with values in an ordered real Banach ...some fixed point theorems in ... See full document
8
Some Generalizations of Fixed Point Theorems in Cone Metric Spaces
... In Theorem 2.1, we unify Theorems 1.8–1.10 into a single theorem and generalize. In Theorem 2.3, we examine the situation where the sum of the coefficients, rather than less than 1, is actually 1. Theorem 3.1 ... 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. Definition ... See full document
13
On some fixed point theorems in generalized metric spaces
... fixed point of f such that D(T ω, T ω ) < ∞ , then ω = ω ...complete generalized metric space, and let T, f : X → X be two mappings such that T is continuous, one-to-one, and sequentially ... See full document
17
Generalized probabilistic metric spaces and fixed point theorems
... Definition . A Menger probabilistic G-metric space (shortly, PGM-space) is a triple (X, G ∗ , T ), where X is a nonempty set, T is a continuous t-norm and G ∗ is a mapping from X × X × X into D (G ∗ x,y,z denotes ... See full document
15
Algebraic cone metric spaces and fixed point theorems of contractive mappings
... (f ) in Section ). For this reason, we have to state a scholastic definition of contraction. Definition . Let (X, d) be an algebraic cone metric space, and let F : X → X be a Lips- chitzian map with ... See full document
13
Some fixed point theorems via generalized c-distance in ordered cone metric spaces
... of fixed points for certain mappings in ordered metric spaces has been studied by Ran and Reurings ...a unique solution for a first order differential ...of cone metric ... See full document
15
Coincidence point and common fixed point theorems in cone metric type spaces
... the unique common fixed point of f and ...a cone metric type space with coefficient s ≥ 1 and P a nor- mal cone with normal constant ... See full document
17
Suzuki’s type fixed point theorems for generalized mappings in partial cone metric spaces over a solid cone
... In this paper, we obtain some Suzuki-type fixed point theorems for generalized mappings in partial cone metric spaces over a solid cone. Our results unify and generalize ... See full document
18
Common Fixed Point Theorems for Pair of Generalized Multi-valued Mappings in Cone Metric Spaces
... the fixed point of .If � is another fixed point of , then from the injective of , we gets = � ...the fixed point is unique, if is sequentially convergent, then = ...the ... See full document
9
Common Fixed Point Theorems for G–Contraction in C∗–Algebra–Valued Metric Spaces
... a unique fixed point in X ...the fixed point theory, from the last few decades this theory is a central topic of ...common fixed point theorems. The concept of the ... See full document
5
Multivalued fixed point theorems in tvs-cone metric spaces
... of cone metric space is more general than that of metric space, because each metric space is a cone metric space, and a cone metric space in the sense of Huang and ... See full document
13
Fixed point theorems for multivalued maps in cone metric spaces
... (3) Let q Î P and let A, B Î B(X) and a Î A. If q Î s(A, B), then q Î s(a, B). Remark 1.1 . Let (X,d) be a cone metric space. If E = ℝ and P = [0, ∞ ), then (X,d) is a metric space. Moreover, for A, ... See full document
7
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 ...random ... See full document
9
Multipled fixed point theorems in cone metric spaces
... in cone metric spaces, which are generalizations of common coupled fixed points, is ...product cone metric spaces is used to establish the existence and uniqueness of their ... See full document
15
Fixed point theorems in probabilistic cone metric spaces
... [1] generalized the concept of metric spaces, replacing the set of real numbers by an ordered Banach space, hence they have defined the cone metric ...in cone metric ... See full document
6
Fixed point theorems in probabilistic cone metric spaces
... the metric, the notion of probabilistic metric space correspond to situations when we do not know exactly the distance between the two points but we know probabilities of possible values of this ...of ... See full document
6
Cone Metric Spaces, Cone Rectangular Metric Spaces and Common Fixed Point Theorems
... coincidence point results for various classes of mappings in a metric ...of cone metric space, where the set of real numbers is replaced by an ordered Banach space, and they have established ... See full document
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