Dynamics of fractional order chaotic systems
Dynamics of fractional order chaotic systems
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Date
2015-10-01
Authors
Bhalekar, Sachin
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Abstract
This chapter deals with the fractional order generalization of the chaotic system proposed by Li et al [Nonlinear Analysis: Modelling & Control, 18 (2013) 66-77]. We discuss the dynamical properties such as symmetry,dissipativity, stability of equilibrium points and chaos. Further we control the chaos in proposed system and present the synchronization phenomenon.
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Keywords
Chaos,
Fractional order,
Stability
Citation
Fractional Calculus: Applications