fully chaotic maps and broken time symmetry nonlinear phenomena and complex systems
FULLY CHAOTIC MAPS AND BROKEN TIME SYMMETRY NONLINEAR PHENOMENA AND COMPLEX SYSTEMS
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  • Title : Fully Chaotic Maps And Broken Time Symmetry Nonlinear Phenomena And Complex Systems
  • ASIN : 0792355644
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Fluids Physics Today

fully chaotic maps and broken time symmetry. nonlinear phenomena and complex systems 4. d. j. driebe. kluwer academic norwell mass. 1999. 164 pp. 87.00 hc isbn 0 7923 5564 4 quantum chaos an introduction.h. j. stockmann. cambridge u. p. new york 1999. 368 pp. 85.00 hc isbn 0 521 59284 4 stochastic and chaotic dynamics in the lakes.aip

Time Irreversible Billiards With Piecewise Straight ...

understanding of a large variety of physical phenomena are determined by the shape of the walls of the container. their behavior is very rich and can range from completely integrable regular motion via generic mixed phase space dynamics to fully chaotic motion. classical and quantum billiards play a basic role in nonlinear physics since in

Collectivechaosinpulse Coupled Neural Networks

phenomena like the onset of collective motion in an en semble of chaotic units which behave in a seemingly un correlatedway can also play a relevant role for information encoding. collective chaos meant as irregular dynamics of coarse grained observables has been found in ensem bles of fully coupled one dimensional maps 23 as well as

Collective Chaos In Pulse Coupled Neural Networks

kinds of symmetry broken states some of which are similar to those observed in 1516 and a new one where the two populations are both partially synchronized but with a dierent degree. more interesting is the parameter region where the collective motion is chaotic as indicated by the nite amplitude lyapunov exponent fale 17 and

Arxivnlin0608001v2 Nlin.cd 7 May 2008

july 20 2018 1456 dynamical systems an international journal kr dynamical systems an international journal vol. 00 no. 00 june 2007 1 43 the eect of symmetry breaking on the dynamics near a structurally stable heteroclinic cycle between equilibria and a periodic orbit vivien kirk department of mathematics university of auckland

Weierstra Institut

symmetric solutions with complex dynamic ranging from collective quasi periodic dynamics to macroscopic chaos. furthermore we will concentrate on the effect of random dilution and noise on the dynamics of broken symmetry and chaotic states in sect. 1.4 and 1.5. finally we will devote sect. 1.6 to a brief discussion of the reported results.

Introduction To Focus Issue Patterns Of Network ...

1 chaos 26 094601 2016 introduction to focus issue patterns of network synchronization daniel m. abrams1 louis m. pecora2 and adilson e. motter3 1department of engineering sciences and