[PDF] Top 20 Tripled partially ordered sets

... Partially ordered sets (or poset) are generalizations of ordered ...A partially ordered set is a set together with a binary relation that indicates that, for some pairs of ... See full document

... of tripled fixed point and proved some related ...erty, tripled coincidence point and tripled common fixed ...in partially ordered metric space (see also ... See full document

... Recently, Luong and Thuan [5] presented some coupled fixed point theorems for a mixed monotone mapping in a partially ordered metric space which are generalizations of the results of Bhaskar and ... See full document

... This type of problems was already investigated for delay or ordinary differential equa- tions in real-valued spaces by Drici et al. and also Nieto and Rodríguez-López [–]; see also [–]. The papers cited therein ... See full document

... In [] and [], several fixed point theorems are proved for set-valued mappings on china- complete posets and some applications have been provided. In the theorems in [] and [], the condition A requires that the values ... See full document

... The above proof suggests that externally complete subsets are proximinal. In fact in [1], the authors introduced externally hyperconvex subsets as an example of proximinal sets other than the admissible subsets, ... See full document

... Motivated by the above theorems, we first define the concept of proximal mixed g-monotone property and proximally tripled weak (ψ , φ ) contraction on A. We also explore the existence and uniqueness of ... See full document

... a tripled point of coincidence theorem for a pair {F,G} of mappings F, G : X × X × X → X with ϕ -contraction mappings in partially ordered metric spaces without G-increasing property of F and mixed ... See full document

... The paper is organized as follows. In Section 2, we introduce some basic knowledge for interval number and interval valued functions and state fixed point theorem in the partially ordered set. In Section 3, ... See full document

... In this paper, we consider extended Nash equilibriums of nonmonetized noncooperative games. By using a modified fixed point theorem of set-valued mappings on partially ordered sets, we prove an ... See full document

... Corollary 16. Let (X, ≤) be a partially ordered set and (X, G) be a G-metric space such that (X, G) is G-complete. Let F : X 3 ® X and g : X ® X. Assume there exists k Î [0,1) such that for x, y, z, a, b, ... See full document

... completely ordered preferences) on the outcomes of the ...totally ordered sets, which can be represented by real valued func- tions (payoff ... See full document

... was investigated in [8]. In our paper we describe all the semigroups from N il(T, k), and prove that all these semigroups are pairwise nonisomor- phic in case when rooted tree T is a ray. Proving that we used the method ... See full document

... Keywords Partially ordered sets · Linear extensions · Parameterized complexity · Structural parameters · Treewidth 1 Introduction Counting the number of linear extensions of a poset is a[r] ... See full document

... This thesis discusses the topic of Boolean algebras. In order to build intuitive understanding of the topic, research began with the investigation of Boolean algebras in the area of Abstract Algebra. The content of this ... See full document

... Existence of fixed point in partially ordered sets has been considered recently in [11-25]. Tarski’s theorem is used in [26] to show the existence of solutions for fuzzy equations and in [27] to ... See full document

... Abstract. In this paper, we prove triple fixed point theorems in partially ordered metric spaces depended on another function. The presented results generalize the theorem of Berinde and Borcut ... See full document

... Theorem . [] Let (X, ) be a partially ordered set and suppose there is a metric d on X such that (X, d) is a complete metric space. Let F : X  → X be a mapping having the mixed monotone property on X . ... See full document

... Nieto, JJ, Rodríguez-López, R: Contractive mapping theorems in partially ordered sets and applications to ordinary differential equations.[r] ... See full document

... the partially ordered sets arise at ...the partially ordered set arises from a random graph, and discuss the possible application of Shell sort in merging ... See full document