[PDF] Top 20 Some Fixed Point Results of Ciric Type Contraction Mappings on Ordered G Partial Metric Spaces

... unique fixed point for contraction type maps in partially ordered metric spaces using a control ...unique fixed point for a generalized Ciric ... See full document

... coupled fixed point for single-valued mappings and established some coupled fixed point results and found its application in the existence and uniqueness of solution for ... See full document

... for some integral and differential equations. Fixed point theory, in ordered metric spaces, plays a major role in solving such kind of ...nondecreasing mappings by Nieto ... See full document

... complete metric space. If f , g : X → X are generalized ϕ -weakly contractive mappings, then there exists a unique point u ∈ X such that u = fu = ... See full document

... modular metric spaces being a natural generalization of classical modulars over linear spaces Lebesgue, Orlicz, Musielak-Orlicz, Lorentz, Orlicz-Lorentz, and Calderon-Lozanovskii spaces was ... See full document

... contractive mappings and proved the existence of fixed points for single-valued weakly contractive mappings in Hilbert ...fixed point theorem which is one of the generalizations of Banach’s ... See full document

... tripled fixed point for single valued mappings in partially ordered metric ...tripled fixed point of single-valued mappings in partially ordered ... See full document

... obtain some fixed point results for generalized weakly contractive mappings with some auxiliary functions in the framework of b-metric ...proved results generalize and ... See full document

... proximity point for F -contraction nonself mappings in complete metric ...extended some comparable best proximity theorems and improved the recent ...proximity point ... See full document

... partially ordered set X, Bhaskar and Lakshmikantham in 1 introduced the concept of coupled fixed point of a mapping F : X × X → ...investigated some more coupled fixed point ... See full document

... interesting results in fixed point theory in (or- dered) metric ...fixed point theory is the cyclic ...important results in this area (see ... See full document

... fixed point theory is one of the most powerful and fruitful tools in nonlinear anal- ...Banach contraction principle [] is the simplest and one of the most versatile elementary results in fixed ... See full document

... The notion of a partial metric space (PMS) was introduced by Matthews [] as a part of the study of denotational semantics of data flow networks. In fact, it is widely recognized that PMSs play an important ... See full document

... the fixed point theory is the existence of fixed points in a metric space respect to a given ...given some generalizations of the Banach Contraction Principle to mappings ... See full document

... of ordered partial b-metric ...such spaces. Using this lemma, we prove some fixed point and common fixed point results for ( ψ , ϕ )-weakly contractive ... See full document

... unique fixed point, provided that the metric space (X , d) is ...in metric spaces, 2-metric spaces and b 2 -metric spaces;see[2, Lemma ... See full document

... max{d(g(x), g(u)), d(g(y), g(v))} for all x, y, u, v ∈ X with g(x) < g(u), g(y) ≥ g(v) or g(x) ≤ g(u), g(y) > ...that g(x) < ... See full document

... proximity point results in many ways (see in [2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, ...proximity point in the setting of partially ordered metric spaces has been considered in ... See full document

... common fixed point for a pair of expanding mappings in cone metric spaces by assuming the surjectivity of the ...common fixed point theorem using compatible and reciprocal ... See full document

... partially ordered set and suppose that there exists a metric d on X such that (X, d) is a complete metric ...and g : X → X are self-mappings on X such that F has the mixed ... See full document