Cone $b$-metric spaces
Fixed point theorems of contractive mappings in cone b-metric spaces and applications
... in cone b-metric spaces and prove some fixed point theorems of contractive mappings without the assumption of normality in cone b-metric ...in metric spaces ...
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Fixed Point theorems for multiplicative Contraction mappings on Multiplicative Cone - b metric spaces
... for b-metric spaces given by Czerwik [ 14 ] ,multiplicative cone –b metric spaces [16 ] and Consistent with Haung and Zhang[9] and Hussain and shah[10] , will be needed ...
5
Fixed point theorems for generalized quasi-contractions in cone $b$-metric spaces over Banach algebras without the assumption of normality with applications
... of cone metric space, proved the properties of sequences on cone metric spaces and obtained various fixed point theorems for contractive ...on cone metric space was ...
19
Fixed point theorems on generalized $c$-distance in ordered cone $b$-metric spaces
... a cone b-metric was introduced by ...on cone metric spaces (see [12]–[15]) and b-metric spaces (see [4]–[8]), have been proved for mappings on normal or ...
14
Coupled coincidence point and common coupled fixed point results in cone b-metric spaces
... a cone metric space is satis- fied; however, it does not hold true when s > ...tvs-cone b-metric spaces is effectively larger than that of the ordinary cone metric ...
14
Multivalued fixed point theorems in cone b metric spaces
... of cone b-metric spaces is larger than the class of cone metric spaces since any cone metric space must be a cone metric b-metric ...
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Rectangular cone b-metric spaces over Banach algebra and contraction principle
... Rectangular cone b-metric spaces over a Banach algebra are introduced as a generalization of metric space and many of its ...in spaces over Banach ...
15
Coincidence Points and Common Fixed Points for Expansive Type Mappings in $b$-Metric Spaces
... of cone b-metric spaces and studied some topological ...of b-metric ...in b-metric spaces and cone b-metric ...of cone ...
13
A note on cone b-metric and its related results: generalizations or equivalence?
... of cone b-metric spaces can be easily derived from the existing result in the context of b-metric ...‘cone b-metric’ is not a real generalization of neither ...
7
Coincident point and fixed point results for three self mappings in cone metric spaces
... for all x, y ∈ X where a, b are non-negative reals with a + 2b < 1. If f (X) ∪ g(X) ⊂ h(X) and h(X) is complete subspace of X. Then the maps f , g and h have a coincidence point p in X. Moreover, if (f, h) and ...
7
Suzuki-type fixed point results in metric type spaces
... re-introduced cone metric spaces in [] (this notion was known under various names since the mid of the th century, see a survey in []), replacing the set of real numbers by an ordered Banach ...
12
Sequences of contractions on cone metric spaces over Banach algebras and applications to nonlinear systems of equations and systems of differential equations
... on cone metric spaces over Banach algebras are not equivalent to those in usual metric spaces (see [3] and ...of cone metric spaces over Banach ...a cone ...
28
Fixed point theorems in probabilistic cone metric spaces
... of metric spaces, replacing the set of real numbers by an ordered Banach space, hence they have defined the cone metric ...in cone metric ...complete cone metric ...
6
Common Fixed Point Theorems for Weakly Compatible Pairs on Cone Metric Spaces
... Definition 1.10. Let X, d be a cone metric space and P a cone with nonempty interior. Suppose that the mappings f, g : X → X are such that the range of g contains the range of f , and fX or gX is a ...
13
Expansive Mapping Theorems In Cone Metric Spaces
... on cone metric spaces, Fixed point theory ...in cone metric spaces, Rend ...in cone metric spaces, ...
8
FIXED POINT IN MENGER 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 ...
12
On -Stability of Picard Iteration in Cone Metric Spaces
... Definition 2.5 see 6. Let X, d be a cone metric space. A map T : X → X is called a quasicontraction if for some constant λ ∈ 0, 1 and for every x, y ∈ X, there exists u ∈ CT ; x, y ≡ {dx, y, dx, Tx, dy, Ty, ...
6
Common Fixed Point Theorems for G–Contraction in C∗–Algebra–Valued Metric Spaces
... Many researchers tried to obtain some fixed point theorems of Banach type contraction endowed with the graph G, we recommend [2, 3, 4, 15, 16, 20]. Recently, T. Kamran et al., in [19] extended the results of Ma et al., ...
5
Some coupled coincidence point results under c-distance in cone metric spaces
... The Banach Contraction Principle is the basic tool in this direction. Due to simplicity and usefulness of this principle, it has become a very important tool in solving the exis- tence problems in many branches of ...
25
An unified theorem for mappings in orbitally complete partial metric spaces
... in metric spaces, sym- metric spaces, quasi - metric spaces, b - metric spaces, ultra - metric spaces, convex metric spaces, ...
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