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Constant slope, entropy, and horseshoes for a map on a tame graph [PDF]
Ergodic Theory and Dynamical Systems, 2019 We study continuous countably (strictly) monotone maps defined on a tame graph, i.e. a special Peano continuum for which the set containing branch points and end points has countable closure. In our investigation we confine ourselves to the countable Markov case.
ADAM BARTOŠ +4 more
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Entropy, 2022 Body temperature is usually employed in clinical practice by strict binary thresholding, aiming to classify patients as having fever or not. In the last years, other approaches based on the continuous analysis of body temperature time series have emerged.
Borja Vargas +6 more
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Shock and Vibration, 2021 In this paper, combined with fuzzy analytic hierarchy process (FAHP), information entropy theory, and set pair analysis (SPA) theory, an improved set pair analysis model (EFAHP-SPA) for open-pit mine slope stability evaluation based on entropy method and
Xiaojie Yang +3 more
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Novel Features for Binary Time Series Based on Branch Length Similarity Entropy
Entropy, 2021 Branch length similarity (BLS) entropy is defined in a network consisting of a single node and branches. In this study, we mapped the binary time-series signal to the circumference of the time circle so that the BLS entropy can be calculated for the ...
Sang-Hee Lee, Cheol-Min Park
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Mathematical Problems in Engineering, 2022 Rolling bearings are the key components for the safe operation of mechanical equipment. It plays an irreplaceable role in the normal operation of mechanical equipment. Higher load makes higher failure rate of rolling bearing. Accurate identification of the fault location is an important step in the diagnosis of the rolling bearing fault.
Haomiao Ma, Yingfeng Xu, Jianye Wang
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Advances in Mechanical Engineering, 2022 To evaluate the state of rolling bearing more accurately, a new feature called composite multiscale weight slope entropy was proposed for the complexity measurement of vibration signals.
Jinbao Zhang +4 more
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Moroccan Journal of Pure and Applied Analysis, 2022 We present an entropy stable Discontinuous Galerkin (DG) finite element method to approximate systems of 2-dimensional symmetrizable conservation laws on unstructured grids. The scheme is constructed using a combination of entropy conservative fluxes and
Madrane Aziz, Benkhaldoun Fayssal
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Stability evaluation of sand slopes based on the Bayesian-PSO algorithm
Zhongguo dizhi zaihai yu fangzhi xuebao, 2021 Sand slide slope are sudden, unpredictable and has great harm.Through field investigations around Lhasa, 12 representative data sets of sand slide slope disaster points were collected.
Chaohua LOU +4 more
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Physical Review X, 2022 Rényi entropies are conceptually valuable and experimentally relevant generalizations of the celebrated von Neumann entanglement entropy. After a quantum quench in a clean quantum many-body system they generically display a universal linear growth in ...
Bruno Bertini +4 more
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Research on the Longitudinal Section of River Restoration Using Probabilistic Theory
Entropy, 2021 Since the 1960s, many rivers have been destroyed as a consequence of the process of rapid urbanization. As accurate figures are important to repair rivers, there have been many research reports on methods to obtain the exact river slope and elevation ...
Yeon-Moon Choo, Ji-Min Kim, Ik-Tae An
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