[PDF] Top 20 Common Fixed Point on Cone Rectangular Metric Space

... Jungck, Common fixed point results for non commuting mappings without continuity in cone metric space, J. Hamlbarani, Some notes on the paper “Cone metric spaces and fixed point theorems [r] ... See full document

... of cone metric ...Banach space and established some fixed point theorems for contractive type mappings in a normal cone metric ...of fixed point theorems in ... See full document

... Banach space and defining cone metric ...some fixed point theorems of contractive mappings on cone metric ...of fixed point theorems in such spaces is ... See full document

... prove common fixed point results for generalized rational mapping satisfying a general contractive condition in complete b- metric ...of common fixed point had been ... See full document

... given cone P ⊆ E, we can define a partial ordering on E with respect to P by x y if and only if y − x ∈ P ...The cone P is called normal if there is a number κ 1 such that for all x, y ∈ E ... See full document

... b-metric space was introduced by Bakht, who used it to prove the Banach contraction mapping principle ...introduced cone metric spaces and established fixed point theorems of ... See full document

... Definition 2.8. [3] Let f and g be self-maps on a set X . If w = f x = gx for some x in X , then x is called coincidence point of f and g, where w is called a point of coincidence of f and g. Definition ... See full document

... Cone metric spaces were considered by Huang and Zhang in [1], who reintroduced the concept which has been known since the middle of 20th century (see, ...vector space-valued version of these spaces ... See full document

... , Common fixed point theorems for weakly compatible pairs on cone metric spaces, Fixed point theory ...Vetro, Common fixed points in cone ... See full document

... generalize common fixed point theorems under contractive condition of Ćirić’s type on a cone metric type ...about cone metric type spaces, and we prove common ... See full document

... a cone P ⊂ E, we define a partial ordering ≤ on E with respect to P by x ≤ y if and only if y − x ∈ ...A cone P ⊂ E is called normal if there are a number K > 0 such that for all x, y ∈ ... See full document

... unique fixed point of T-Kannan contractive, T-Zamfirescu, T-contractive mappings etc, on complete cone metric ...proved common fixed point theorem for a Banach pair of ... See full document

... of cone ball-metric spaces and we prove fixed point results on such spaces for functions satisfying the contractions involving the α − ... See full document

... and common fixed points in fuzzy metric spaces, ...Fuzzy metric statistical metric spaces, Kybernetica 11(1975), ...L., Common fixed point of maps in fuzzy ... See full document

... of cone metric spaces as a generaliza- tion of metric ...a metric) by an ordered Banach ...in cone metric spaces, introduced their completeness and proved some fixed ... See full document

... of cone metric spaces is defined and then we establish some fixed point and common fixed point results in the set-up of cone metric ...from metric space theory ... See full document

... a common fixed point theorem for commutative mappings, generalizing the famous Banach contraction ...some common fixed point theorems, assuming the continuity of at least one of ... See full document

... holds. If FX or SX is complete subspace of X, then F and S have a unique point of coincidence in X. Moreover, if {F, S} is a weakly compatible pair, then F and S have a unique common fixed ... See full document

... x, will stand for y − x ∈ intP , where intP denotes the interior of P . The cone P is called normal if there is a number K > 0 such that 0 ≤ x ≤ y implies P x P ≤ K P y P for all x , y ∈ E . The least positive ... See full document

... of cone metric space and cone normed linear space are recent development in functional ...of cone metric space was introduced by Long- Guang and Xian ...of ... See full document