Intermediate topological entropies for subsets of nonautonomous dynamical systems
Motivated by the notion of intermediate dimensions introduced by Falconer et al., we introduce a continuum of topological entropies that are intermediate between the (Bowen) topological entropy and the lower and upper capacity topological entropies.
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Hausdorff Dimension and Topological Entropies of a Solenoid. [PDF]
Entropy (Basel), 2020 Biś A, Namiecińska A.
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Global structural stability and the role of cooperation in mutualistic systems. [PDF]
PLoS One, 2022 Portillo JR, Soler-Toscano F, Langa JA.
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Variational principle for packing topological pressure of nonautonomous dynamical systems
We investigate the relationship between various topological pressures and the corresponding measure-theoretic pressures for nonautonomous dynamical systems based on the Carathéodory-Pesin structure. We prove a pressure distribution principle for Pesin topological pressure and a Billingsley type theorem for packing topological pressure. We then obtain a
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Intermediate topological pressures and variational principles for nonautonomous dynamical systems
arXiv admin note: text overlap with arXiv:2512 ...
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Accounts of applied molecular rotors and rotary motors: recent advances. [PDF]
Nanoscale Adv, 2023 Singhania A +3 more
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On $\omega$-limit sets of nonautonomous differential equations
, 1994 summary:In this paper the $\omega$-limit behaviour of trajectories of solutions of ordinary differential equations is studied by methods of an axiomatic theory of solution spaces.
Klebanov, Boris S.
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Dinâmica simbólica de aplicações multimodais renormalizáveis, renormalização em templates
, 2015 Este trabalho dedica-se à interpretação do conceito de renormalização em sistemas dinâmicos não autónomos periódicos gerados pela iteração sequencial de aplicações do tipo de Lorenz. Para tal socorremo-nos da dinâmica simbólica e do produto estrela sobre
Simões, Pedro Miguel Lola
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Semigroup applications everywhere. [PDF]
Philos Trans A Math Phys Eng Sci, 2020 Nagel R, Rhandi A.
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Bifurcation of periodic solutions to nonlinear measure differential equations
summary:The paper is devoted to the periodic bifurcation problems for generalizations of ordinary differential systems. The bifurcation is understood in the static sense of Krasnoselski\u ı and Zabre\u ıko.
Mesquita, Maria Carolina, Tvrdý, Milan
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