[PDF] Top 20 Some fixed point theorems in Menger PM-spaces
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Some fixed point theorems in Menger PM-spaces
... of fixed point ...the fixed point theory in metric ...metric spaces have been introduced as a probabilistic generalization of metric ... See full document
11
Some Common Fixed Point Theorems in Menger PM Spaces
... a fixed point result for a mapping satisfying an integral-type inequality which is indeed an analogue of contraction mapping ...various fixed point theorems employing relatively more ... See full document
14
New multipled common fixed point theorems in Menger PM-spaces
... , Menger [] initiated the study of probabilistic metric ...in Menger spaces (see ...fixed point results by giving a generalization of the classical Banach fixed point ...we ... See full document
9
Common fixed point theorems for two hybrid pairs of mappings satisfying the common property (E.A) in Menger PM-spaces
... rems for hybrid strict contractions []. However, Sintunavarat and Kumam pointed out that one condition in one of their main results is superfluous []. Liu et al. defined the concept of the common property (E.A) for ... See full document
15
Further generalization of fixed point theorems in Menger PM-spaces
... M-complete Menger PM-space under arbi- trary t-norm, therefore Theorem ...fixed point for generalized type contractive mappings in Menger ...of Theorems . and ., we prove the ... See full document
10
On fixed point theorems involving altering distances in Menger probabilistic metric spaces
... fixed point theory in PM-spaces was given by Sehgal and Bharueha- Reid [] wherein the notion of probabilistic B-contraction was introduced and a general- ization of the classical Banach fixed ... See full document
10
Menger-Hausdorff metric and common fixed point theorems in Menger probabilistic G-metric spaces
... by Menger [, ]. Fixed point theory in a probabilistic metric space is an im- portant branch of probabilistic analysis, and many results on the existence of fixed points or solutions of nonlinear ... See full document
18
Some fixed point theorems in Menger PbM-spaces with an application
... complete Menger PM-space, which is a milestone in developing fixed point theory in a Menger ...of Menger PM-spaces and gave some basic results on these ... See full document
18
Common Fixed Point Theorems For Finite Number Of Mappings Without Continuity And Compatibility In Menger Spaces
... (4) AB = BA, AI = IA, AL = LA, BI = IB, BL = LB, IL = LI, QL = LQ,QI = IQ, QB = BQ, ST = TS, SJ = JS, SU = US, TJ = JT,TU = UT, JU = UJ, PU = UP, PJ = JP, PT = TP, (1.5) the pairs {P, STJU} and {Q, ABIL} are weakly ... See full document
5
New result on fixed point theorems for φ-contractions in Menger spaces
... gave some fixed point theorems for probabilistic ϕ -contractions in Menger ...fixed point theorem for a probabilistic ϕ -contraction in Menger spaces in which a weaker ... See full document
9
Some fixed point theorems for nonconvex spaces
... We give a theorem for nonconvex topological vector spaces which yields the classical fixed point theorems of Ky Fan, Kim, Kaczynski, Kelly and Namioka as immediate consequences, and prov[r] ... See full document
5
5. Common Fixed Point Theorems in Menger Probabilistic Quasi-Metric Spaces
... common fixed point theorem in Menger proba- bilistic quasi-metric spaces, Chaos, Solitons Fractals, 37(4) (2008), ...S., Fixed points theorems in Menger probabilistic ... See full document
9
Common fixed point theorems in intuitionistic menger spaces using CLR property
... Every Menger space ( X, F, ∗) is an intuitionistic Menger space of the form ( X, F, 1 − F, ∗ , ♦) such that the t-norm ∗ and the t-conorm ♦ are associated, see [19], that is x ♦ y = 1 − ( 1 − x ) ∗ ( 1 − y ... See full document
14
Fixed point theorems in generating spaces of quasi-norm family and applications
... Remark 3.14. Since Δ(a,a) ≥ a for all a ∈ [0, 1] is equivalent to Δ = min, and T is non- expansive implies T is continuous, Theorem 3.12 presents an improved version of [11, Theorem 3.2], moreover, Theorems 3.11 ... See full document
10
On some fixed point theorems in Banach spaces
... 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
10
Common fixed point theorems in 2 non Archimedean Menger PM space
... 1. Introduction. Cho et al. [1] proved a common fixed point theorem for compatible mappings of type (A) in non-Archimedean (NA) Menger PM-space. The aim of this paper is to generalize the results of ... See full document
9
Vol 10, No 1 (2019)
... In this section we prove some common fixed point theorems by using seven compatible mappings in complete Menger spaces.. In fact we prove following results..[r] ... See full document
5
Some fixed point theorems in Menger probabilistic metric-like spaces
... Thus, statistical metric spaces depend on the notion of distribution function. Although there is a great agreement about the global properties that a distribution function must satisfy, in practice, we can find ... See full document
16
Some Common Fixed Point Theorems Using Implicit Relations in Menger Spaces
... Definition 1.15.( [19]) Two maps f and g on Menger spaces X are satisfy the common limit in the range of g (CLRg) property if lim → fx = lim → gx = gx , for some x ∈ X. Example.1.16. Let X = [0, ∞) ... See full document
13
Common Fixed Point Theorems in Non-Archimedean Menger PM Space
... K. Menger introduced the probabilistic metric space in which the metric whose value is non- negative real number is the probabilistic ...metric spaces leads to the investigation of physical quantities and ... See full document
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