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Quantal suppression of chaos; is it universal?

Physica Scripta, 1989
The quantal behavior of some systems, with time dependent Hamiltonians, that are chaotic in the classical limit, is reviewed. Chaos is suppressed by a mechanism that is similar to localization of electrons in disordered solids. Experimental realizations are proposed.
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Suppression of dynamic chaos in Hamiltonian systems

Journal of Experimental and Theoretical Physics, 2001
The paper describes the results of a recent numerical study on the canonical mapping with a sawtooth force. The dynamic effects of the formation of invariant resonance structures of various orders, whose presence prevents the development of global chaos and restricts momentum diffusion in the phase space, are discussed.
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Suppression of chaos in 1-D maps

Physics Letters A, 1988
Abstract The interaction of tailing with a non-zero intercept, typical of most physically realistic return maps, can lead to broadening of the periodic windows at the expense of the chaos otherwise observed; i.e., the Lebesgue measure of the set of parameter values for which chaos results can be driven to zero.
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Fear suppressing chaos in intraguild predation systems

International Journal of Biomathematics
Intraguild predation (IGP) systems, characterized by intertwined predation and competition interactions, exhibit complex ecological dynamics including chaotic behavior. The traditional studies have mainly focused on direct interactions among species and the indirect effects, such as fear-induced responses, have often been overlooked despite their ...
Xiaoran Zhao, Yunwei Wang, Meng Fan
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Quantal Suppression of Chaos and its Realizations

1992
Quantal effects tend to suppress classical chaos. This suppression is of particular importance for some periodically driven systems.1–7 For such systems quantal effects suppress the classical chaos and diffusion by a mechanism that is similar to Anderson localization3,8,9 in disordered solids.
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Suppression of chaos by nonresonant parametric perturbations

Physical Review E, 1994
, Kivshar, , Rödelsperger, , Benner
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Gradient-based Water Cycle Algorithm with evaporation rate applied to chaos suppression

Applied Soft Computing Journal, 2017
Seyed Mehdi Abedi Pahnehkolaei   +2 more
exaly  

A Way to Exploit the Fractional Stability Domain for Robust Chaos Suppression and Synchronization via LMIs

IEEE Transactions on Automatic Control, 2016
Temoatzin Gonzalez, Miguel Bernal
exaly  

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