[PDF] Top 20 INSTRUMENTOS DE EVALUACIÓN POR COMPETENCIAS v- 29-05-2009

... Now, applying our Theorems 2.1 and 2.2, we deduce the existence of a unique (x, y) Î X 2 solution to x = A(x, y) and y = A(y, x). Moreover, from (d), and using Theorem 2.3, we get x = y. Thus, we proved that x* = ... See full document

... the fixed point theory, has been in the center of long lasting fascination among the mathematicians interested in many branches of mathematics, especially in nonlinear analysis (see ...and coupled ... See full document

... fixed point theorems, and also by Bhaskar and Lakshmikantham [], Lakshmikantham and Ćirić [], Luong and Thuan [], Samet [] and many others, who obtained coupled fixed point ... See full document

... some coupled fixed point theorems which has attracted the attention of many researchers ...on coupled fixed ...several coupled common fixed point ... See full document

... Since Zadeh 1 introduced the concept of fuzzy sets, many authors have extensively developed the theory of fuzzy sets and applications. George and Veeramani 2, 3 gave the concept of fuzzy metric space and defined a ... See full document

... fixed point theorems on mappings, defined on GP-complete GP-metric spaces, which satisfy a generalized contraction property determined by certain upper semi-continuous ...illustrate applications ... See full document

... subsequently generalized among others by Reich 3 and ´ Ciri´c ...of fixed point theory for multivalued maps, one may refer to Rus ...metric fixed point theory and its ...hybrid ... See full document

... applying fixed point theorems is presented in 2, 4, 7, 9, ...some fixed point theorems for a mixed monotone mapping in a metric space endowed with partial order and applied their ... See full document

... important fixed point theorem is the Banach contraction principle [1], which assures that every contraction T from a complete metric space X into itself has a unique fixed ...the fixed ... See full document

... some coupled fixed point theorems and applied these to study the existence and uniqueness of solution for periodic boundary value ...proved coupled coincidence and common coupled ... See full document

... and fixed points for MT (λ)-functions with applications to differential equations, Linear and Nonlinear Analysis 2(2) (2016) ...of Mizoguchi-Takahashi’s fixed point theorem and its ... See full document

... 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 for contraction-type mappings on such spaces was ... See full document

... Nieto and Lopez [], Ran and Reurings [], Petrusel and Rus [] presented some new results for contractions in partially ordered metric spaces. The main idea in [, ] in- volves combining the ideas of the ... See full document

... The notions of α-ψ -contractive and α -admissible mappings were introduced by Samet et al. []. They proved some fixed point results for such mappings in complete metric spaces. These notions were ... See full document

... the Generalized Mizoguchi-Takahashi’s Contraction (GMT for short) as an extension of Mizoguchi and Takahashi’s type and of work by Daffer and ...fixed point theorems, which generalize and ... See full document

... The classical Banach contraction theorem has numerous generalizations, extensions, and applications. In a comprehensive comparison of contractive conditions, Rhoades 1 recognized that ´ Ciri´c’s quasicontraction 2 ... See full document

... 1 generalized the fixed point theorems of Maia ...the fixed point theorems of contractive mapping for cone metric spaces: any mapping T of a complete cone metric space X ... See full document

... Branciari, A fixed point theorem for mappings satisfying a general contractive condition of integral type, Int.. Ćirić, Generalized contractions and fixed-point theorems, Publ.[r] ... See full document

... some fixed point results for rational type mappings in complex valued b-metric ...various fixed point theorems (see [2], [3], [4], [5], [6], [7], [8], [9], ... See full document

... Kannan’s fixed point theorem is very important because Subrahmanyam 3 proved that Kannan’s theorem characterizes the metric ...Kannan’s fixed point ... See full document