[PDF] Top 20 Two fixed point theorems for mappings satisfying a general contractive condition of integral type

... 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

... integral type,” International Journal of Mathematics and Mathematical Sciences, no. 63, pp. 4007–4013, 2003. 3 A. Razani, E. Nabizadeh, M. B. Mohamadi, and S. H. Pour, “Fixed points of nonlinear and ... See full document

... Common fixed points for noncontinuous nonself maps on nonmetric spaces”, Far East ...“ Fixed points for set-valued functions without continuity”, Indian ...“Fixed point theorems for ... See full document

... finite integral) on each compact subset of [ 0 ,+∞[ , nonnegative, and such that for each ε > 0, 0 ε ϕ(t)dt > 0; then f has a unique fixed point a ∈ X such that for each x ∈ X , lim n→+∞ f n x ... See full document

... Branciari, A fixed point theorem for mappings satisfying a general contractive condition of integral type , Int.. ´ Ciri´ c, Generalized contraction and fixed point theorem , Publ.[r] ... See full document

... of fixed points for contractive mappings of integral type in complete metric spaces are ...(A fixed point theorem for mappings satisfying a general ... See full document

... After the paper of Branciari, a lot of research works have been carried out on gen- eralising contractive conditions of integral type for different contractive mappings ... See full document

... existence theorems in common fixed point ...studied contractive conditions of integral type, giving an integral version of the Banach contraction principle, that could be ... See full document

... a fixed point result for a single mapping satisfying an analogue of Banach’s contraction principle for an integral-type ...proved two fixed point theorems ... See full document

... Recently, Azam et al. [1] introduced complex-valued metric space which is more general than classical metric space. Sastry et al. [2] proved that every complex-valued metric space is metrizable and hence is not ... See full document

... several mappings satisfying contrac- tive conditions of integral type, one of which extends the mapping ...these mappings in complete metric spaces. Two nontrivial examples are ... See full document

... proved fixed point theorems for contractive map in Modular ...of fixed points converge to the fixed points in a weaker sense as compared to metric ...some fixed ... See full document

... a fixed point result for a single mapping satisfying Banach's contraction principle for an integral type ...of integral type are still meir-keeler ...common fixed ... See full document

... coincidence point and common fixed point theorems for mappings satisfying a contractive inequality which involves two generalized altering distance functions in ... See full document

... It is known that the Banach’s contraction principle has a lot of generalizations and various applications in many directions, see, for examples, [2-12] and the references cited therein. Es- pecially, in 1962, Rakotch ... See full document

... single-valued mappings [] was extended in [] to the setting of a single-valued mapping and a multi-valued mapping on a metric ...hybrid mappings the (single-valued and multi-valued) mappings ... See full document

... implicit contractive conditions determined by { C ∗ , Φ ∗ u , Φ ∗ u } about two mappings, and then discuss the existence problems of common fixed points for two self-mappings of ... See full document

... of fixed point theorems of mappings satisfying contractive conditions of integral type has been a very interesting field of research activity after the ... See full document

... studied fixed point and common fixed point for weak and generalized weak contraction ...common fixed point theorems for weakly compatible mappings satisfying ... See full document

... common fixed points of weakly compatible mappings, we often require the assumption of completeness of the space or subspace or continuity of mappings involved besides some contractive ... See full document