[PDF] Top 20 Supervisión de un sistema de tiempo real distribuido

... of fixed point of multivalued mappings satisfying different contractive conditions (see ...of multivalued mapping has application in control theory, convex optimization, differential ... See full document

... includes fixed point problems, optimization prob- lems, variational inequality problems, Nash equilibrium problems, mixed equilibrium problems and equilibrium problems as special cases (see ...the ... See full document

... G-contraction multivalued mappings in a metric space endowed with a directed graph is introduced and ...of mappings is more general than that of Mizoguchi and Takahashi ...fixed point ... See full document

... “Fixed point theorems for weakly contractive mappings in partially ordered sets,” Nonlinear ...“Fixed point theorems on ordered metric spaces and applications to Nonlinear ... See full document

... Fixed Point Theory is one of the famous and traditional theory in mathematics and has a broad area of ...theory contraction is one of the important tool to prove the existence and uniqueness of a ... See full document

... fixed point theorem for multivalued contraction mappings was estab- lished by Nadler ...Banach contraction principle to mappings satisfying a less restrictive Lipschitz inequality ... See full document

... basic fixed point theorem in analysis, known as the Banach Contraction Principle, was first stated and proved by Banach for the contraction maps in the setting of complete normed linear ... See full document

... Banach’s contraction principle plays an important role in several branches of mathematics. Because of its importance for mathematical theory, it has been extended in many direc- tions (see [, , , , , , ... See full document

... Vetro, Coupled fixed point theorems for multi - valued nonlinear contraction mappings in partially ordered metric spaces, Nonlinear Analysis, 74 2011, 4260 - 4268.. Postolache, Coupled c[r] ... See full document

... Fixed point theory is one of the famous and traditional theories in mathematics and has a large number of ...Banach contraction mapping is one of the pivotal results of ...Banach contraction ... See full document

... fixed point theorems for generalized contractions in complete partially ordered metric spaces and applications to ordinary differential ...fixed point theorems for mixed monotone mappings, which ... See full document

... Recently Zhang and Song 8 proved the following theorem on the existence of a common fixed point for two single valued generalized ϕ-weak contraction mappings. Theorem 1.4. Let X, d be a ... See full document

... a multivalued mapping satisfying conditions (E) and (C l ) for some l Î (0, 1) such that t and T commute weakly, then there exists a point z Î K such that z = t ( z ) Î T ( z ... See full document

... fixed point of multivalued mapping is ...Nadler contraction principle, the Khan contraction theorem and the fixed point theorem in complete metric space with a convex structure is ...the ... See full document

... The fixed point theorem for multivalued contraction mappings which takes each point of a metric space (X, d) into a closed subset K of X has gained enormous applications in areas ... See full document

... in fixed point of modular ...new fixed points theorems for pointwise and asymptotic pointwise contraction mappings in modular metric ...common fixed point of compatible ... See full document

... fixed point theorem, Ekland’s variational principle, and Takahashi’s existence the- orem from the metric version to a w-distance ...fixed point result for multivalued map- ... See full document

... different fixed point theorems with different contractive type mappings on tensor product ...given contraction mapping (with fixed point) on the tensor product space , we have ... See full document

... Banach contraction principle in metric ...Banach fixed point theorem in the b-metric ...the fixed point theorem in b-metric ...The fixed point theory in metric type spaces ... See full document

... type contraction was defined by Gordji et al. (Fixed Point Theory and Applications 2012:74, ...type contraction is equivalent to an existing related result in the ...(Fixed Point ... See full document