[PDF] Top 20 Common Fixed Point Theorems for Pair of Generalized Multi-valued Mappings in Cone Metric Spaces

... the fixed point of .If � is another fixed point of , then from the injective of , we gets = � ...the fixed point is unique, if is sequentially convergent, then = ...the ... See full document

... some fixed point theorems in cone metric ...Rhoades generalized those theorems and obtained common fixed points for mappings with normal cone ... See full document

... [8] generalized the notion of metric space by replacing the set of real numbers by ordered Banach space and defined cone metric space and extended Banach type fixed point ... See full document

... “ Common Fixed Point Theorems in TVS-Valued Cone Metric Spaces”, Presented at World Congress on Engineering, London July, 4-6, 2012, ...“Common fixed ... See full document

... a pair of self mappings to be weakly compatible if they commute at their coincidence ...coincidence point results for various classes of mappings in a metric ...of cone ... See full document

... of cone metric space as a generalization of metric ...a cone metric space, which is not a contraction in a standard metric ...of metric spaces is not flexible enough ... See full document

... Fixed point theory plays one of the important roles in nonlinear ...famous fixed point theorem for contractive mappings in complete metric ...which generalized usual ... See full document

... be generalized to cone metric ...complex valued metric spaces, we can study improvements of a host of results of analysis involving ...study common fixed ... See full document

... Boriceanu, M, Petrusel, A, Rus, IA: Fixed point theorems for some multivalued generalized contractions in b -metric spaces.. Boriceanu, M, Bota, M, Petrusel, A: Multivalued fractals in b[r] ... See full document

... a metric space (X, ...important theorems such as Caristi’s fixed point theorem, Ekeland’s variational principle and the nonconvex minimization ...generalization metric distance, which ... See full document

... study common fixed point theorems for a finite family of discontinuous and noncommutative single-valued functions defined in complete metric ...a common fixed ... See full document

... convex metric spaces and common fixed point theorems for a pair of ...unifying fixed point theorems of Ivanov [7], Jungck [8], Das and Naik [3], ... See full document

... 47H10, 54H25 INTRODUCTION AND PRELIMINARIES Recently, a number of fixed point theorems for single-valued and multi-valued mappings in probabilistic metric spaces have been proved by many[r] ... See full document

... (G4) G(x, y, z) = G(x, z, y) = G(y, z, x) = … (symmetry in all three variables), (G5) G(x, y, z) ≤ G(x, a, a) + G(a, y, z) for all x, y, z, a ∈ X, (rectangle inequality). The function G is called a generalized ... See full document

... partial metric, where self- distance need not be equal to zero, as part of the study of denotational semantics of dataflow ...partial metric spaces. For multivalued mappings, Aydi et ... See full document

... Proof. We can prove this result by applying Corollary 3.3 with Λ(x) = l and Ξ(x) = μ. Theorem 3.5. Let (X, d) be a complete complex valued metric space and T : X ® X. If there exists a mapping Λ, Ξ : X ® ... See full document

... The fixed point theorem introduced by Banach in [4], was the source of metric fixed point theory in the field of Nonlinear ...b- metric space as a generalization of metric ... See full document

... Fixed point theorems for multi-valued mappings in complete metric spaces, Math.. Common fixed points of two mappings, Pacific J.[r] ... See full document

... space- valued cone metric spaces which are generalize of the results [15] and ...obtained common fixed point of a pair of mappings satiasfying a ... See full document

... Fixed point theory plays a basic role in applications of various braches of mathematics, from elementary calculus and linear algebra to topology and ...analysis. Fixed point theory is not ... See full document