[PDF] Top 20 Some coupled fixed point theorems in two quasi-partial b-metric spaces with different coefficients

... the partial b-metric ...of Quasi-partial b-metric space [10] and proved fixed point theorem on ...to coupled fixed point theorems ... See full document

... obtained some tripled coincidence and fixed point theorems in partial metric ...derived some common coupled fixed point theorems for a pair of ... 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

... study some xed point theorems in quasi partial metric spaces using expansive ...derive some common xed point theorems for two compatible ... See full document

... of metric spaces is one of the centers of interests in nonlinear functional anal- ...complete metric space (X, d) has a unique fixed point if there exists  ≤ k <  such that d(Tx, Ty) = ... See full document

... establish some new common tripled fixed point theorems for mappings defined on a set equipped with two quasi-partial ...[Fixed Point Theory ... See full document

... I n this paper, we prove two common coupled fixed point theorems for four mappings in dislocated quasi b-metric spaces and provide two examples to support our theorems.. Our results ge[r] ... See full document

... of metric spaces in the ...of partial metric space and proved that the Banach contraction mapping theorem can be generalized to the partial metric context for applications in ... See full document

... in different directions at different spaces by mathematicians over the ...a b-metric space which is a generalization of usual metric space and generalized the Banach contraction ... See full document

... of partial metric which is a generalized metric space was introduced by Matthews 1 in 1994, in which the distance between two identical elements needs not be ...of fixed point ... See full document

... In this manuscript, we generalize, improve, enrich, and extend the above coupled com- mon fixed-point results. We also state some examples to illustrate our results. This paper can be considered as a ... See full document

... of b-metric spaces was introduced by Czerwik [3] as a generalization of metric ...The partial metric space was introduced by Matthews [8] in ...of b-metric and ... See full document

... common coupled fixed point of the form (u, ...a quasi-partial metric space, g : X → X and F : X × X → X be two ...a, b, c, d, e, f in [, ) with a + b + c + d + e + ... See full document

... where k, l are nonnegative constants with k 2l < 1. Then, F has a unique coupled fixed point. Proof. Since, k 2l < 1, hence k l < 1, and as a consequence the proof of the uniqueness in this ... See full document

... of partial metric space was introduced by Matthews [7] as a part of the study of denotational semantics of dataflow ...various fixed point theorems and obtained a lot of perfect ... See full document

... Example 2.3. Let X = [0, ∞) be equipped with the b-metric-like d(x, y) = (x + y) 2 for all x, y ∈ X , where b = 2. Define a relation on X by x y iff y ≤ x, the functions f , g : X → X by f x = ln(1 + ... See full document

... a partial metric and extended the Banach contraction principle in the context of partial metric ...Nadler’s fixed point theorem to partial metric spaces and ... See full document

... fuzzy metric spaces in various ...generalized metric space called a G-metric ...studied fixed point theorems for mappings satisfying different contractive ... See full document

... complete metric space, at least one of (i), (ii), (iii) and (iv) holds, then it has a unique fixed point ...of spaces. The con- cept of quasi-metric spaces was introduced by ... See full document

... Inspired by the above mentioned results, Mursaleen et al. [] characterized the idea to prove the existence and uniqueness of a coupled fixed point. Before starting the main the- orem of Mursaleen et al., ... See full document