ON MULTIVALUED theta-CONTRACTIONS OF BERINDE TYPE WITH AN APPLICATION TO FRACTIONAL DIFFERENTIAL INCLUSIONS

In this paper, we discuss the existence of fixed points for Berinde typemultivalued $\theta$- contractions. An example is provided to demonstrate our findings and, as an application, the existence of the solutions for a nonlinear fractional inclusions boundary value problem with integral boundary conditions is given to illustrate the utility of our results

A COMMON FIXED POINT THEOREM FOR WEAKLY SUBSEQUENTIALLY CONTINUOUS MAPPINGS SATISFYING IMPLICIT RELATION IN MENGER SPACES

The aim of this paper is to prove a common fixed point theorems for twoweakly subsequentially continuous and compatible of type (E) pairs of self mappingswhich satisfying implicit relation in Meneger spaces, an example is given to illustrateour results, our results improve and generalize some previous results

COMMON FIXED POINT THEOREMS FOR MULTI-VALUED CONTRACTIONS SATISFYING GENERALIZED CONDITION(B) ON PARTIAL METRIC SPACES

In this paper we prove two common xed point theorems for two pairsof single and set valued mappings which satisfying a generalized contractive condition in complete partial metric spaces, our results generalize and improve some previousresults

Gregus type fixed point theorems for weakly subsequentially continuous mappings satisfying strict contractive condition of integral type

In the present  paper, we prove two common fixed point theorems of Gregus type for two pairs of self mappings satisfying strict contractive condition of integral type by using the weak subsequential continuity property with compatibility of type $(E)$ due to Singh and Mishra [Coincidence and fixed points of reciprocally continuous and compatible hybrid maps, Internat. J. Math. Math. Sci. 10 (2002), 627-635] in metric spaces. Our results improve and the results of Chauhan et al. [Some integral type fixed-point theorems and an application to systems of functional equations, Vietnam J. Math. 42 (2014), no. 1, 17-37] and relevant literature

Conditions contractives généralisées, points fixes communs et applications

: L’objectif de cette thèse est l’étude d’existence et d’unicité des points fixes communs pour diverses applications, univoques ou multivoques, définies sur des structures métriques et liées par des conditions contractives. Plusieurs théorèmes de point fixe commun ont été établis et démontrés pour des applications qui satisfont une certaine commutativité comme la compatibilité, la compatibilité faible, la compatibilité de type (E) ou fortement tangentielles. Ces applications sont soumises à des conditions contractives, contractives de type Gregus, ou contractives de type integrales et qui sont, dans certains cas, implicitement liées sur des espaces métriques généralisés. Ces résultats ont été apliqués aux équations intégrales et aux équations fonctionnelles qui apparaissent dans la progammation dynamique

Common fixed point theorems for weakly subsequentially continuous mappings in fuzzy metric spaces via implicit relation

The aim of this paper is to prove some common fixed point theorems for two weakly subsequentially continuous and compatible of type (E) pairs of self mappings satisfying an implicit relation in fuzzy metric spaces. Two examples are given to illustrate our results.Publisher's Versio

A common fixed point theorem for weakly compatible multi-valued mappings satisfying strongly tangential property

In this paper we prove a common fixed point theorem for two weakly compatible pairs of single and set-valued mappings which satisfying contractive condition of integral type in metric space by using the concept of strongly tangential property, our results generalize and extend some previous results

Note on 'Common fixed point theorem for weakly compatible multi-valued mappings satisfying strongly tangential property'

In our paper [1], the existence and uniqueness of a common fixed point for multi valued mappings was given, hence in this note we point out to no uniqueness of common fixed point in theorem 3.1, corollary 3.1 and corollary 3.2. We provide an example to demonstrate our purpose

FIXED POINT THEOREMS FOR SUBSEQUENTIALLY MULTI-VALUED F_\delta -CONTRACTIONS IN METRIC SPACES

The aim of this paper is to prove common fixed point theorems for multivalued contraction of Wordowski type, by using the concept of subsequential continuity in the setting of set valued context contractions with compatibility. We have also given an example and an application to integral inclusions of Fredholm type to support our results

Fixed point theorems for multivalued wordowski type contractions in b-metric spaces with an application to integral inclusions

The aim of this work is to give some fixed point results for set valued Fcontractions combined with the concept of αs-admissible in b-metric spaces. some consequences are established on b-metric spaces endowed with a partial ordering, graph. An example and an application to integral inclusions are given to demonstrate the usability of our results.Publisher's Versio