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The Journal of Physical Chemistry Letters, 2020
The principles of topology in condensed matter physics have expanded to areas such as photonics, acoustics, electronics, and mechanics. Their extension to dynamic (soft) matter could enable the control and design of topological thermodynamic (micro)states and nonreciprocal dynamics, potentially leading to paradigmatic applications in molecular and ...
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The principles of topology in condensed matter physics have expanded to areas such as photonics, acoustics, electronics, and mechanics. Their extension to dynamic (soft) matter could enable the control and design of topological thermodynamic (micro)states and nonreciprocal dynamics, potentially leading to paradigmatic applications in molecular and ...
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On Dynamically Presenting a Topology Course
Annals of Mathematics and Artificial Intelligence, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Paul A. Cairns +2 more
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Topological Dynamics in Neurobiology
International Journal of Neuroscience, 1973A mathematical model consisting of three interrelated parts is proposed. The first part is the space of representation in terms of physico-chemical elements, the second the static topologies imposed on this space, and the third the dynamics of the representation space endowed with topological properties.
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TOPOLOGICAL DYNAMICS OF STABLE GROUPS
The Journal of Symbolic Logic, 2014AbstractAssumeGis a group definable in a modelMof a stable theoryT. We prove that the semigroupSG(M) of completeG-types overMis an inverse limit of some semigroups type-definable inMeq. We prove that the maximal subgroups ofSG(M) are inverse limits of some definable quotients of subgroups ofG.
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Topological Conjugacy of Relative Topological Dynamics
Journal of Dynamical Systems and Geometric Theories, 2009Abstract In this paper the notion of topological conjugacy from the viewpoint of an observer is considered. Relative minimality, relative transitivity and relative expansiveness are studied. It is proved that: these concepts are invariant up to a relative topological conjugate relation.
M.R. Molaei, B. Ghazanfari
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2005
Summary: The author considers geometrical methods in topological fluid dynamics, and their applications, from magnetic fields of stars to global weather forecasting.
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Summary: The author considers geometrical methods in topological fluid dynamics, and their applications, from magnetic fields of stars to global weather forecasting.
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Universal Topological Quench Dynamics for Z2 Topological Phases
Science Bulletin, 2022Lin Zhang, Xiong-Jun Liu
exaly
Ultrafast Carrier Dynamics of Magnetic Topological Insulators
Nature Reviews Physics, 2023Ankita Anirban
exaly
Ultrafast Dynamics of Helical Dirac Fermions in the Topological Insulators
Advances in Physics: X, 2022Peng Liu, Ya Bai, Ruxin Li
exaly