Results 1 to 10 of about 27,497,539 (341)
Soft Open Bases and a Novel Construction of Soft Topologies from Bases for Topologies [PDF]
Mathematics, 2020 Soft topology studies a structure on the collection of all soft sets on a given set of alternatives (the relevant attributes being fixed). It is directly inspired by the axioms of a topological space.
José Carlos R. Alcantud
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Delay-Sensitive Multi-Sensor Routing Scheduling Method for Underground IoT in Mines [PDF]
SensorsRecently, there has been a growing interest in underground construction safety, during activities such as subway construction, underground mining, and tunnel excavation. While Internet of Things (IoT) sensors help to monitor these conditions, large-scale
Yinghui Zhang, Mingli Liu, Aiping Tan
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When ${\rm Min}(G)^{-1}$ has a clopen $øldpi$-base [PDF]
Mathematica Bohemica, 2021 It is our aim to contribute to the flourishing collection of knowledge centered on the space of minimal prime subgroups of a given lattice-ordered group. Specifically, we are interested in the inverse topology. In general, this space is compact and $T_1$,
Ramiro Lafuente-Rodriguez +1 more
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An Operational Characterization of Soft Topologies by Crisp Topologies
Mathematics, 2021 This paper contributes to the expanding literature on soft topology. We first prove that soft topologies can be characterized by crisp topologies. This takes advantage of two connected constructions that produce soft topologies from crisp topologies and ...
José Carlos R. Alcantud
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New Global Referencing Approach in a Camera-LCD Micro Positioning System
Sensors, 2020 In any precision manufacturing process, positioning systems play a very important role in achieving a quality product. As a new approach to current systems, camera-LCD positioning systems are a new technology that can provide substantial improvements ...
Óscar de Francisco Ortiz +2 more
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A true test research of topology identification technology for low voltage distribution networks
Zhejiang dianli, 2022 Architectural topologies of low voltage distribution networks are hard to “figure out” and “poor in interaction”. Therefore， many topology identification methods have been proposed， most of which have been simulated rather than tested on lines. Thus， low-
CHEN Shang +6 more
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Topological Design of a Mortar Base Plate under Impact Loads
Shock and Vibration, 2021 In this work, the topology optimization of a mortar base plate is analysed under impact loading conditions. Usually, in this case, only ordinary topology optimization under volume constraints is considered.
Fengfeng Wang, Guolai Yang
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Hybrid topologies on the real line
Applied General Topology, 2023 Given A ⊆ ℝ , the Hattori space H(A) is the topological space ( ℝ , τA ) where each a ∈ A has a τA -neighborhood base { ( a − ε , a + ε ) : ε > 0 } and each b ∈ ℝ − A has a τA -neighborhood base { [ b , b + ε ) : ε > 0 } .
Tom Richmond
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Evaluation of RNA secondary structure prediction for both base-pairing and topology
Biophysics Reports, 2018 Graphical abstractAbstractSecondary structures of RNAs are crucial to the understanding of their tertiary structures and functions. At present, many theoretical methods are widely used to predict RNA secondary structures. The performance of these methods
Yunjie Zhao +3 more
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Separation functions and mild topologies
Analysis and Geometry in Metric Spaces, 2023 Given MM and NN Hausdorff topological spaces, we study topologies on the space C0(M;N){C}^{0}\left(M;\hspace{0.33em}N) of continuous maps f:M→Nf:M\to N. We review two classical topologies, the “strong” and the “weak” topology. We propose a definition of “
Mennucci Andrea C. G.
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