[PDF] Top 20 Existence of Fixed Point Theorems in a Linear 2 Normed Spaces

... by 2–normed space & 2–Banach ...on fixed point theorems of 2–metric ...of linear mappings on linear 2–normed space in the year of ...the ... See full document

... Note that f, restricted to O(a) is a continuous compact selfmap of O(a). Suppose that u ≠ f u for each cluster point u of O(a). Then f satisfies condition (4.3) for all x,y,z ∈ O(a), with two of {x,y,z} distinct. ... See full document

... these spaces was expanded rapidly with pioneering work of Schewizer and Sklar [7], ...The existence of fixed points for compatible mappings on probabilistic metric space is shown by Mishra [6]Most of ... See full document

... of existence theory of nonlinear ...hybrid fixed point theorems of Dhage [4] which are the key tools for our work contained in the present ...hybrid fixed point theorems ... See full document

... Quadruple fixed point is introduced by Karapinar ...coupled fixed point theorems for multivalued non linear contraction mapping in partially ordered metric ...obtain ... 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 ...metric spaces ... See full document

... of 2 − metric spaces, linear 2 − normed spaces and their topological structures ...− normed spaces and their topological structures ...generalized 2 − ... See full document

... The class of maps satisfying property (E.A) contains the class of the well-known compatible maps (see Jungck [8]) as well as the class of non-compatible maps. The property (E.A) is very useful in the study of ... See full document

... the existence theory of nonlinear ...hybrid fixed point theorems proved in Dhage [13] which forms a useful key tool for our work contained in this ...hybrid fixed point theorem ... See full document

... establish fixed point theorems for densifying mappings and compact mappings which are contractive in metric spaces and to investigate the existence of fixed points for a family ... See full document

... the existence part of the 2-metric space version of Theorem 1 for a pair of self-maps and the uniqueness part of the same for four self-maps on a 2-metric ...a 2-metric space introduced ... See full document

... the existence and uniqueness of the solution for a periodic boundary value ...etc. Fixed point theorems, involving four self-maps, began with the assumption that they are ...coupled ... See full document

... Schauder fixed point theorem and its generalizations which were obtained by Kras- noselskii et ...Schauder-type fixed point theorems), play important role in nonlinear ...these ... See full document

... of 2-normed spaces [1] and extended it to the concept of n-normed spaces [2,3,4] ...n-metric spaces also gave some important results [5,10,11] ...the fixed point ... See full document

... In this paper, we prove some coupled coincidence point theorems in fuzzy normed spaces. Our results improve and restate the proof lines of the main results given in the papers (Eshaghi Gordji ... See full document

... in normed spaces , called compatible mappings of type (C) and with some examples they compared these mappings with compatible maps , compatible maps of type (A) and compatible maps of type (B) ...common ... See full document

... Example . Let X = R, μ(x, t) = t+|x| t , ν(x, t) =  – t+|x| t for every x ∈ X, and let t > , a ∗ b = min {a, b}, a b = max {a, b} for all a, b ∈ [, ]. Then (X, μ, ν, ∗, ) is a complete intuitionistic fuzzy ... See full document

... proved fixed point result on contractive type ...unique fixed point on complete metric ...above fixed point results in fuzzy cone normed linear space setting can ... See full document

... In 2011, T. Veerapandi and AJI. M Pillai in [35] , established some common fixed point the- orems for contraction and generalized contraction mapping in D ∗ -metric spaces. In the proves of the main ... See full document

... hyperbolic spaces, Euclidean buildings (see [2]), the complex Hilbert ball with a hyperbolic metric (see [6]; also [12, inequality ...these spaces and of the fundamental role they play in geometry, ... See full document