[PDF] Top 20 Some common tripled fixed point results in two quasi-partial metric spaces

... of partial metric spaces and extended the Banach contraction principle from metric spaces to partial metric ...of partial metric spaces, several ... See full document

... of partial metric spaces was introduced by Matthews [14] in 1994 who then further extended the banach contraction principle from metric spaces to partial metric ...of ... See full document

... fixed point results. It is worth mentioning that our results do not rely on the continuity of map- pings involved ...state some examples to illustrate our ... See full document

... and g have a unique common coupled fixed point of the form (u, u). Corollary . Let (X, q) be a quasi-partial metric space, g : X → X and F : X × X → X be two mappings. Suppose ... See full document

... such spaces. The authors also characterized some celebrated fixed point results in the context of G-metric ...fixed point results on the setting of G-metric space ... See full document

... has two aims: first we extend the definitions of compatibility and weakly reciprocally continuity, for a trivariate mapping F and a self-mapping g akin to a compatible mapping as introduced by Choudhary and Kundu ... See full document

... in metric spaces. After- ward, some related fixed point theorems were proved in ...cone metric spaces and studied the existence of fixed points for these ...proved ... See full document

... generalized metric space endowed with partial order while the idea of a generalized metric space introduced by Mustafa and Sims ...fixed point for such a mapping in this ... See full document

... of quasi-partial b-metric spaces which is a generalization of the concept of quasi-partial-metric ...fixed point results are proved in setting of such ... See full document

... a partial metric space, satisfying a weak contractive condition involving generalized control ...fixed point results. Examples are given to show that our results are proper extensions of ... See full document

... ordered partial metric spaces is introduced, and some coincidence and common fixed-point theorems for these contractions are ...recent fixed-point theorems ... See full document

... For a given cone P ⊆ E, we can define a partial ordering on E with respect to P by x y if and only if y − x ∈ P . We will write x < y if x y and x / y, while x y will stands for y − x ∈ Int P, where Int P ... See full document

... interesting results about the existence of a fixed point for single-valued and multi-valued operators in (ordered) b-metric spaces have been obtained (see, ... See full document

... coincidence point of F and g, and therefore (gu, gu) is a coupled point of coincidence of F and g, and by its uniqueness, we get gu = ...unique common coupled fixed point of ... See full document

... the partial metric context for applications in program ...that, fixed-point results in partial metric spaces have been studied by Ran and Reurings ...studied ... See full document

... a tripled coincidence point of F and g, and therefore (gu, gu,gu) is a tripled point of coincidence of F and g, and by its uniqueness, we get gu = ...unique common tripled ... See full document

... t ∗ >  such that ψ(t ∗ ) ≥ t ∗ , then we have ψ  (t ∗ ) ≥ ψ(t ∗ ) ≥ t ∗ (since ψ is increasing). Con- tinuing in the same manner, we get ψ n (t ∗ ) ≥ t ∗ > , n ∈ N . This contradicts Lemma .. Definition . Let ... See full document

... fixed point theorems for mappings which satisfy different contractive conditions; see [10-14] for more ...a common fixed point theory in generalized metric ...obtained ... See full document

... Fixed point theory is one of the most dynamic research subjects in nonlinear ...complete metric space X into itself has a unique fixed point’ (Bonsall ... See full document

... dislocated metric spaces in which self distance of a point need not be equal to ...Dislocated metric space plays very important role in topology, logical programming and in electronics ... See full document