[PDF] Top 20 Fixed points of multivalued nonexpansive maps

... Fixed point theorems for multivalued contractive-type and nonexpansivetype maps on complete metric spaces and on certain closed bounded convex subsets of Banach spaces have been proved..[r] ... See full document

... fixed points for multivalued nonexpansive maps using Hausdorff metric was initiated by Markin [] (see also ...fixed points for multivalued nonexpansive mappings in convex ... See full document

... 0 . ˙In particular, c is an isometry and d (x, y) = l. The image α of c is called a geodesic (or metric) segment joining x and y. When itis unique this godesic is denoted by [x, y]. The space (X , d) is said to be a ... See full document

... for fixed points of sequence for multicalued nonexpansive mapping and a zero of maximal monotone operator in Banach space by using the hybrid projection ... See full document

... approximate fixed points of pointwise asymptotic nonexpansive maps in Banach ...two points x, y in geodesic space and define Ishikawa type iterative process of two pointwise asymptotic ... See full document

... Sadovskii fixed point theorems to obtain our main results under some appropriate ...of nonexpansive type single valued mappings provides techniques for solving a variety of applied problems in mathematical ... See full document

... fixed points of ρ-nonexpansive multivalued mappings in modular function spaces using a Mann iterative ...fixed points of ρ-nonexpansive multivalued mappings in modular function ... See full document

... In 1986 Jungck [12] introduced the concept of compa- tible mappings and utilized it to improve and generalize the commutativity conditions employed in common fixed point theorems. This induced interest in ... See full document

... fixed points of a quasi-nonexpansive mapping and a multivalued nonexpansive mapping by an elementary constructive method in a Hilbert ...and multivalued nonexpan- sive mappings in ... See full document

... It is known that Mann’s iterations have only weak convergence even in the Hilbert spaces. To overcome this problem, Takahashi [] introduced a new method, known as shrinking projection method, which is a hybrid method ... See full document

... of fixed points for multivalued maps in the setting of metric spaces was initiated by Nadler ...each multivalued contrac- tion map T : X ® CB(X) has fixed point provided X is ... See full document

... proposed iterations in uniformly convex Banach spaces. They [18] also introduced another new two- step iterative scheme with errors for finding a common fixed point of two quasi- nonexpansive multi-valued ... See full document

... In 2005, Dhompongsa et al. [6] obtained a common fixed point result for a commut- ing pair of single-valued and multivalued nonexpansive mappings in CAT(0) spaces. Shahzad and Markin [14] studied an ... See full document

... fixed points of nonexpansive, asymptotically nonexpansive mappings, total asymptotically non- expansive mapping and nearly asymptotically nonexpansive self maps in the course of ... See full document

... the multivalued version of Banach contraction ...metric fixed point theory of multivalued mappings has been rapidly ...classical fixed point theorems for singlevalued nonexpansive ... See full document

... Caristi-Kirk fixed point theorem 2, the Ekeland variation principle 3 and the nonconvex minimization theorem 4, for ...Kirk-type fixed point theorem, a Takahashi minimization theorem, an equilibrium version ... See full document

... the fixed point property with respect to admissible ...a fixed point. Finally, we present a fixed point theorem for countably condensing ad- missible maps in Fr´echet ... See full document

... The fixed point results in modular function spaces were given by Khamsi et ...metric fixed point theory can be reformulated in modular ...instance, fixed point theorems are proved in 15, 16 for ... See full document

... Non-continuous compatible and relatively nonexpansive maps on star-shaped compact subsets of normed linear spaces are highlighted, and two theorems of Dotson are generalized... KEY WORDS[r] ... See full document

... In this paper, we prove some fixed point theorems see section 2 for nonexpansive type multivalued maps which extend results in [7] and include the result of Dotson [4].. Section 3 deals [r] ... See full document