Such systems belong to a newly introduced category of chaotic systems with hidden attractors that are important and potentially problematic in engineering applications.SajadJafariandJ.C.SprottSDOSChaos Solitons & FractalsS. Jafari and J.C. Sprott, "Simple chaotic flows with a line equilibrium," ...
Jafari, S, Sprott, J (2013) Simple chaotic flows with a line equilibrium. Chaos Solitons Fractals 57: pp. 79-84Jafari S, Sprott J C. Simple ... S Jafari,JC Sprott - 《Chaos Solitons & Fractals Applications in Science & Engineering An Interdisciplinary Journal of Nonlinear Science》 被引...
adequately discretized in space and time, can be mapped into a sequence of characters in some languages. By using a character-level language model that is effective in predicting future characters given the characters so far in a sequence, we can learn the evolution of the MD trajectory that w...
These structures reside at equilib- rium of growth and decay, in which unordered particles are self-ordering and - after some time - fall back to unorderedness1,7, as living systems manage to reside far from a thermodynamic equilibrium8. No general simple proximate model yields such dynamic ...
Let us mention that system (1) unifies many other chaotic systems with only one equilibrium. For instance, system (1) becomes the well-known Sprott E system [37] in the case of [Math Processing Error](a,b)=(0,1), and becomes the Wang-Chen system [41] in the case of [Math ...
In the above paper, the authors proposed a search algorithm for finding simple chaotic systems with quadratic nonlinearities which have the unusual feature of having a line equilibrium and introduced nine novel chaotic flows. However, the equations of 4th–9th chaotic flows were incorrectly given. ...
Using the Routhu2013Hurwitz stability criterion and a systematic computer search, 23 simple chaotic flows with quadratic nonlinearities were found that have the unusual feature of having a coexisting stable equilibrium point. Such systems belong to a newly introduced category of chaotic systems with hid...
Arthur WB (2006) Out-of-equilibrium economics and agent-based modeling. Handb Comput Econ 2:1551–1564. https://doi.org/10.1016/S1574-0021(05)02032-0 Article Google Scholar Arthur WB (2021) Foundations of complexity economics. Nat Rev Phys 3(2):136–145. https://doi.org/10.1038/s4...
Jafari S and Sprott J C 2015 Erratum to: Simple chaotic flows with a line equilibrium Chaos, solitons and fractals 77 341-42Jafari, S., Sprott, J.C.: Erratum to: "Simple chaotic flows with a line equilibrium"[Chaos, Solitons and Fractals 57 (2013) 79-84]. Chaos Solitons Fractals 77...