[PDF] Top 20 Some fixed point theorems using expansive type mappings in 2-Banach space

... of 2-metric and 2-Banach spaces and proved the same ...of fixed points and proved fixed point theorems in 2-metric spaces and 2-Banach ...about ... See full document

... fuzzy 2-Banach space. Many fixed point theorems holds good for 2-Banach space are extended to fuzzy 2-Banach ...the theorems to fuzzy ... See full document

... of 2-normed space and 2-Banach space were initiated by ...quasi-2-normed space and quasi-(2,p)- normed ...in fixed point theorems is to ... See full document

... about fixed points of expansive mapping was initiated by Machuca (see ...discussed fixed points for other forms of expansive mapping (see ...presented some interesting work on expan- ... See full document

... condensing mappings are a class of important nonlinear operators, existing extensively in the nonlinear differential and integral ...the fixed point theorems of the condensing mappings ... See full document

... proved some fixed point ...many fixed point theorems in cone metric spaces. For some fixed point theorems in cone metric spaces we refer the reader to ... See full document

... d( f x, f y) αd(x, y) + β [d(x, f x) + d(y, f y)] + γ [d(x, f y) + d(y, f x)] (3.3) for all x, y ∈ X , where α , β , γ ≥ 0 and α + 2β + 2γ < 1. Then f has a unique fixed point in X . Proof. Set p = q = 1 ... See full document

... This states that a non-expansive self-mapping of bounded, closed and convex subset possessing normal structure in a reflexive Banach space has a fixed point... The interest in this resul[r] ... See full document

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

... Remark 2.12 Theorems 2.7 and 2.8 are some other versions of theorems 2.10 and 2.11 on real metric spaces respectively. Although Theorems 2.7 and 2.8 can follow from Theorem 2.4 and theorem D, ... See full document

... Dehage, BC proved in [14] some common fixed point theorems for pairs of weakly iso- tone condensing mappings in an ordered Banach space. These results will be generalized later by ... See full document

... state some fixed point theorems for mappings of asymptotically nonexpansive type, which are more general than the previous ...a fixed point theorem for a mapping of ... See full document

... applications. Fixed point theorems in fuzzy mathematics are emerging with vigorous hope and vital ...develop fixed point theorems for contractive type ...metric ... See full document

... Theorem 2.7. Let C be a closed convex subset of a complete convex metric space (X, d), and f , T : C → C self mappings and satisfies condition (2.1). If f and T are compatible and reciprocal continuous on ... See full document

... metric space, George and Veeramani [5] modified the notion of fuzzy metric spaces with the help of continuous ...of fixed point theorems in fuzzy metric spaces ...prove some ... See full document

... common fixed point theorem for the non –expansive mappings defined on a closed , bounded and convex subset of a uniformly convex Banach space and in spaces with richer ...non- ... See full document

... Fixed point theory is one of the most popular tool in nonlinear ...metric fixed point theorems usually start from Banach contraction principle ...to point out all the ... See full document

... From (3.2), since {A, B} is weakly compatible with respect to B and Az = Bz, we obtain ABz = BAz by Lemma 1.3. Similarly, SBz = BSz since Sz = Bz and {S, B} is weakly compatible with respect to B. Similarly, T Bz = BT z ... See full document

... of fixed points in fuzzy metric ...a fixed point theorem for three maps of a complete metric ...Hardy-Rogers type mappings are extended in fuzzy metric space and also extend to ... See full document

... Some authors proved many kinds of fixed point theorems for contractive type mappings and non-expansive mappings ([1]-[4]).. Fisher proved some theorems in two complete metric spaces as [r] ... See full document