Results 11 to 20 of about 3,605 (210)
Entropy and Ergodicity of Boole-Type Transformations
Entropy, 2021 We review some analytic, measure-theoretic and topological techniques for studying ergodicity and entropy of discrete dynamical systems, with a focus on Boole-type transformations and their generalizations.
Denis Blackmore +3 more
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Ergodicity of eigenfunctions for ergodic billiards [PDF]
Communications in Mathematical Physics, 1996 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zelditch, Steven, Zworski, Maciej
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Fraction-of-Time Probability: Advancing Beyond the Need for Stationarity and Ergodicity Assumptions
IEEE Access, 2022 Time series arising from measurements in many fields of physics, engineering, chemistry, biology, and econometrics, are commonly modeled as sample paths from an ensemble which, together with a probability measure, is called a stochastic process ...
Antonio Napolitano, William A. Gardner
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Games, 2016 Weak conditions are provided under which society’s long-run distribution of wealth is independent of initial asset holdings.
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Invariant Finitely Additive Measures for General Markov Chains and the Doeblin Condition
Mathematics, 2023 In this paper, we consider general Markov chains with discrete time in an arbitrary measurable (phase) space. Markov chains are given by a classical transition function that generates a pair of conjugate linear Markov operators in a Banach space of ...
Alexander Zhdanok
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Frontiers in Psychology, 2014 We address the question of equivalence between modeling results obtained on intra-individual and inter-individual levels of psychometric analysis. Our focus is on the concept of measurement invariance and the role it may play in this context.
Janne eAdolf +4 more
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Uncertainty Relation between Detection Probability and Energy Fluctuations
Entropy, 2021 A classical random walker starting on a node of a finite graph will always reach any other node since the search is ergodic, namely it fully explores space, hence the arrival probability is unity.
Felix Thiel +3 more
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Transition to chaos in the «reaction-diffusion» systems. The simplest models [PDF]
Компьютерные исследования и моделирование, 2014 The article discusses the emergence of chaotic attractors in the system of three ordinary differential equations arising in the theory of «reaction-diffusion» systems. The dynamics of the corresponding one- and two-dimensional maps and Lyapunov exponents
Dmitry Sergeevich Faller +1 more
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Topological bio-scaling analysis as a universal measure of protein folding
Royal Society Open Science, 2022 Scaling relationships for polymeric molecules establish power law dependencies between the number of molecular segments and linear dimensions, such as the radius of gyration. They also establish spatial topological properties of the chains, such as their
Sergey Shityakov +2 more
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