[PDF] Top 20 Fixed point theorems in a space with three metrics

... The purpose of this paper is to present some fixed point results for Banach, Kannan and Chatterjea contraction in a space with three metrics supported by some examples.. Keywords: fixed [r] ... See full document

... coupled fixed point for metric spaces was initiated by Bhaskar and Lakshmikantan ...coupled fixed point theorems for various general metric spaces ...b-metric space. Chao et al. ... See full document

... The concept of fuzzy sets introduced by Zadeh (1965) became active in the field of research. Kramosil and Michalek [5] in 1975 coined fuzzy metric space which was further modified by George and Veeramani [2] using ... See full document

... common fixed point theorems for a pair of maps of Jungck type on a spherically complete ultrametric ...metric space called F-contraction was introduced by ... See full document

... metric space. In 1988, Mariusz Grabiec [4] extended fixed point theorem of banach and eldestien to fuzzy metric spaces in the sense of Kramosil and Michalek ...of fixed point theorem ... See full document

... known fixed point theorems in standard metric spaces including Banach contraction principle, Ćirić’s fixed point theorem, a fixed point result due to Ran and Reurings, and ... See full document

... metric space or D-metric space initiated by Dhage [1] in ...on fixed points for a self-map satisfying a contraction for complete and bounded D-metric ...unique fixed point of a self- ... See full document

... type space, and de- rive some related fixed point theorems, our work include the results of Chi-Ming [6] and ...coincidence point theorem, for this we introduce the notion of ... See full document

... quasimetric space, and prove minimization theorems, fixed point theorems, and variational principles on an S-complete quasimetric ... See full document

... some fixed point theorem are proved related to Complete Metric Space, in which the fixed point theorems in A Meir Emmatt [4], Brouwer [5], Caccioppoli [8] and Dolhare U P [1,2,3] ... See full document

... [18] Shabir, M. and Naz, M. On soft topological space, Comput. Math. Appl. 61, 1786- 1799 (2011). [19] Balaji R. Wadkar, Ramakant Bhardwaj, Basant Singh, ―Coupled fixed point theorems with ... See full document

... Fixed point theorems have been studied in many contexts, one of which is the fuzzy ...metric space is an important generalization of a metric ... See full document

... metric space have been established in this ...fixed point theorems due to Chatterjea [2] and Reich [9] in partial cone metric space apart from ... See full document

... metric space is discussed and the concepts of Lipschitz condition, − chain, contractive mapping, − contractive mapping on intuitionistic fuzzy graph metric space are ...studied. Theorems related to ... See full document

... Many other common fixed point results for two mappings, satisfying different types of rational inequalities in S-metric space can also be proved similarly.. Aliouche, A generalization o[r] ... See full document

... common fixed point of A m and I r . Also Bz is a common fixed point of B n and J s ...common fixed point of A m , B n , I r and J s ... See full document

... for all x, y ∈ X and for some  < k < . Then f and g have a unique common fixed point. Definition . Let (X, F, t) be a Menger space with t(x, x) ≥ x for all x ∈ [, ] and let f , g : X → X be two ... See full document

... Turkoglu et al. [13] proved Jungck’s [7] common fixed point theorem in the setting of intuitionistic fuzzy metric space. Turkoglu et al. [7] further formulated the notions of weakly commuting and ... See full document

... In this Paper we introduce a set termed and studied its properties in fuzzy metric spaces for using this concept we have proved the results on fixed point in compact fuzzy metric spaces for two self ... See full document

... [9]Khan, M. S., Pathak, H. K. and George, R., Compatible mappings of type (A-1) and type (A-2) and common fixed points in fuzzy metric spaces, Int. Math. Forum 2(2007), 515–524. [10] Kramosil, I. and Michalek, J., ... See full document