About asymmetric noisy chaotic maps

 
 
 
  • Abstract
  • Keywords
  • References
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  • Abstract


    In this paper we will introduce three families of asymmetric maps, and discuss some dynamical properties for these families in the deterministic case, and noisy case. New mixed noisy chaotic map will be suggested and then studied with some details.

    Keywords: Asymmetric Maps, Lyapunov Exponent Mixed Noisy Chaotic Map, Random Dynamical System, And Random Fixed Point.


  • References


    1. Arnold, L. Random dynamical system. Springer-Varlag, Berlin, (1998).
    2. Chan, K. and Tong, T.Chaos: a statistical perspective. Springer-Varlag, New York, (2001).
    3. Ferrari, F. and Souza pinto, S. The skew tent map entropy production. Dynamics days South America. July (2010).
    4. Ichimura, K. And Ito, M. Dynamics of skew tent maps. RIMS Kokyuroku, (1998)1042:9298.
    5. Lindstrom, T. and Thunberg, H. . An elementary approach to dynamics and bifurcations of skew tent maps . Journal of difference equations and applications (2008) 14. 819-833.
    6. Schenk-Hopp, K. R. Sample-path stability of non-stationary dynamic economic systems. Institute for empirical research in economics, University of Zurich, Working paper series ISSN 1424-0459, working paper No. 46. March (2001).

 

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Article ID: 1868
 
DOI: 10.14419/ijbas.v3i2.1868




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