[PDF] Top 20 Análisis y diseño de puentes tipo arco puentessssssssssssss.docx

... fixed point theorem in the setting of a metric space, a b-metric space or a cone metric space cannot cope with Example ...fixed point theory of cone ... See full document

... Owing to the above statement, all conditions of Theorem . are satisfied. Hence T has a unique fixed point x(t) ∈ B(ξ , δf ). That is to say, there exists a unique solution of (.). Remark . Theorem . ... See full document

... and so Tz is a fixed point of S. By the uniqueness of a fixed point of S, Tz = z. Remark 2.1 If we have ϕ = 0, then ψ is nondecreasing and continuous, and φ is contin- uous in Theorem 2.1 (resp. Corollary ... See full document

... some fixed point theorems using some contractive conditions in Multiplicative Cone - b metric ...of fixed point of mappings satisfying certain ... See full document

... Metric spaces are playing an increasing role in mathematics and the applied ...of fixed point theory in metric spaces has attracted considerable attention due to numerous ... See full document

... Sims,fixed point theorems for contractive mappings in complete G-metric spaces, Fixed Point Theory and Applications, Volume 2009, Article ID 917175. Rhoades, Fixed Point [r] ... See full document

... of cone metric spaces. For example, after cone metric spaces over topological vector spaces, in [] the authors introduce the concept of tvs-cone ... See full document

... ordered contractive mappings is introduced on cone metric spaces over Banach algebras, and some existence theorems of fixed points for such mappings are ... See full document

... φ[d(f x, gy)] ≤ aφ[d(hx, hy)] + bφ[d(hx, f x)] + cφ[d(hy, gy)] (2.1) where φ ∈ Φ(P, C) and a, b, c are nonnegative reals with a + b + c < 1. If f (X ) ∪ g(X) ⊂ h(X ) and h(X ) is a complete subspace of ... See full document

... of metric spaces, replacing the set of real numbers by an ordered Banach space, hence they have defined the cone metric ...in cone metric spaces. They have proved some ... See full document

... valued cone metric spaces which are generalize of the results [15] and ...common fixed point of a pair of mappings satiasfying a generalized contractive type of condition ... See full document

... complete cone -metric space and be a normal cone with normal constant ...(B, B, C) ≼ ℎ (B, B, C) (2.6) for all B, C ∈ ...unique fixed point Q ∈ and we ... See full document

... a cone metric space such that P is strongly minihedral and continuous, and let T : X → N(X) be a multivalued mapping and φ : X → E be a mapping bounded from ... See full document

... complete cone metric ...locally contractive functions f-closure, c-isometric in cone metric spaces, and certain fixed point theorems will be proved in those ... See full document

... K-metric spaces by replacing real numbers with cone K in the metric function, that is, d : X × X → ...on fixed point theorems were considered for K-metric ...of ... 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

... of cone metric spaces CMSs by replacing real numbers with an ordering Banach ...of cone metric spaces but not contraction if considered over metric spaces and ... See full document

... Fixed point and common fixed point results for mappings in tvs-cone metric spaces (with the underlying cone which is not normal) under contractive ... See full document

... Remark 3.5. In 1 the authors gave an example of a map T which is contraction for d but not for the euclidian distance. From the above corollary, we see that LipT ≤ Kk. Since Kk may not be less than 1, then T may not be a ... See full document

... of b-metric space as a generalization of metric ...valued b-metric spaces was introduced in 2013 by Rao et ...valued metric spaces that were introduced in 2011 by ... See full document