Results 81 to 90 of about 2,089 (263)
The authors define fuzzy \(T_ 1\)-topological spaces (X,\(\tau)\) using fuzzy points introduced by \textit{C. K. Wong} [ibid. 46, 316-328 (1974; Zbl 0278.54004)]. \(T_ 1\)-ness is defined as weak separation by fuzzy open sets. The main theorem shows a difference to the topological analogue.
Srivastava, Rekha +2 more
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Research on Diaphragm Pump Fault Diagnosis Method Based on Res‐DCB‐Net
ABSTRACT Nonstationary pressure pulsation signals of diaphragm pumps contain strong background noise and coupled characteristics. This makes it challenging to extract incipient fault features and to decouple faults with similar physical mechanisms. To address these limitations, this paper proposes a spatiotemporal fault diagnosis model named Res‐DCB ...
Jiahui Wang +7 more
wiley +1 more source
Hesitant Fuzzy Topological Spaces
In this study, we define a hesitant fuzzy topology and base, obtain some of their properties, respectively, and give some examples. Next, we introduce the concepts of a hesitant fuzzy neighborhood, Q-neighborhood, closure, and interior and obtain some of
Jeong-Gon Lee, Kul Hur
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On fuzzy T1-topological spaces
In literature there appear at least two ways to generalize the topological \(T_ 1\)-axioms to fuzzy topological spaces: a fuzzy topological space X is a fuzzy \(T_ 1\)-space if (a) for any two distinct points \(p,q\in X\) there exist open sets U, V such that \(p\in U\), \(q\not\in U\), \(q\in V\), \(p\not\in V\), or (b) all singletons are fuzzy closed.
Srivastava, Rekha +2 more
openaire +2 more sources
Some remarks on fuzzy infi topological spaces
Induced fuzzy infi topological space is already introduced by Saha and Bhattacharya [Saha A.K., Bhattacharya D. 2015, Normal Induced Fuzzy Topological Spaces, Italian Journal of Pure and Applied Mathematics, 34, 45-56].
Bhattacharya, Baby +2 more
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Loss, persistence and reversal of phenotypic traits
ABSTRACT The irreversibility of complex trait loss has long been a tenet of evolutionary biology. However, this idea is increasingly at odds with the numerous documented exceptions across the Tree of Life. We synthesise this growing body of evidence across a diverse array of taxa and traits, exploring the evolutionary conditions that enable ...
Giobbe Forni +4 more
wiley +1 more source
A fuzzification of the category of M-valued L-topological spaces
A fuzzy category is a certain superstructure over an ordinary category in which ”potential” objects and ”potential” morphisms could be such to a certain degree. The aim of this paper is to introduce a fuzzy category FTOP(L,M) extending the category TOP(L,
Tomasz Kubiak, Alexander P. Sostak
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Intuitionistic Fuzzy g ̂^* Semi Connectedness in Intuitionistic Fuzzy Topological Spaces
This article is envisioned to navigate Intuitionistic Fuzzy Semi Connectedness in Intuitionistic fuzzy topological spaces. An investigative study on Intuitionistic Fuzzy Semi connected spaces, Intuitionistic Fuzzy Semi super connected spaces and ...
A. Peter Arokiaraj +2 more
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Schematic representation of artificial intelligence approaches in enzyme catalysis, integrating bibliometric analysis, emerging research trends, and machine learning tools for enzyme design, prediction, and industrial biocatalytic applications. Abstract This study systematically explores the applications of artificial intelligence (AI) in enzyme ...
Misael Bessa Sales +6 more
wiley +1 more source
Generalized soft multi connectedness and compactness
The significance of connectedness and compactness plays a vital role in studying the properties of topological spaces. Numerous authors explored several characterizations of topological spaces using these notions.
A. Gnanasoundari +2 more
doaj +1 more source

