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Otto chaos abstracts

A new class of Ansatz library for non-autonomous systems ·· 16 10 2023

A tentative history of conservative chaos ·· 11 10 2023

An NMR view of nonlinear magnetization dynamics : in liquid and solid, at low and high polarizations ·· 07 11 2023

Application of fractional chaotic system to explore human gait dynamics ·· 12 10 2023

Chaos in the peroxidase-oxidase reaction : The DOP model revisited ·· 12 06 2023

Compartment model with retarded transition rates ·· 12 10 2023

From Hamiltonian to dissipative chaos and back : A primer of active particles ·· 12 06 2023

From Lattès’ results to the notion of focal point ·· 13 06 2023

From the Rössler attractor to the templex ·· 12 06 2023

Governing equations and topology extracted from observational time series in environmental sciences ·· 16 10 2023

Hopf-like bifurcation in mixed mode oscillation in a fractional-order FitzHugh-Nagumo model ·· 14 10 2023

Multistability in the spin-orbit dynamics of celestial bodies ·· 14 10 2023

Numerical approaches for investigating the chaotic behavior of multidimensional Hamiltonian systems ·· 15 10 2023

On topological synchronization of Rössler systems ·· 14 10 2023

Otto Rössler 1970-79 : From chemical reactions To the topology of chaos ·· 11 10 2023

Predicting and controlling complex cardiac excitation waves in the heart ·· 30 06 2023

Similarities and differences between the control theory for discrete and continuous time chaotic systems ·· 16 10 2023

Statistics of attractor embeddings in reservoir computing ·· 12 06 2023

The templex approach in Lagrangian analysis ·· 16 10 2023

Using auxiliary information in model building for nonlinear dynamics : An application in robotics ·· 12 06 2023

Would chaotic dynamical systems be more beautiful if they were useless ? ·· 22 06 2023

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| MàJ . 04/02/2024