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Title of Journal: Nonlinear Dyn

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Abbravation: Nonlinear Dynamics

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Springer Netherlands

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ISSN

1573-269X

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On stability persistence and Hopf bifurcation in

Authors: H A ElSaka E Ahmed M I Shehata A M A ElSayed
Publish Date: 2008/07/16
Volume: 56, Issue: 1-2, Pages: 121-
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Abstract

This is a preliminary study about the bifurcation phenomenon in fractional order dynamical systems Persistence of some continuous time fractional order differential equations is studied A numerical example for Hopftype bifurcation in a fractional order system is given hence we propose a modification of the conditions of Hopf bifurcation Local stability of some biologically motivated functional equations is investigated

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  16. A note on adaptive observer for the Lur’e differential inclusion system
  17. Steady-State dynamics of a linear structure weakly coupled to an essentially nonlinear oscillator
  18. Stochastic optimal control of predator–prey ecosystem by using stochastic maximum principle
  19. Decentralized adaptive output feedback fuzzy controller for a class of large-scale nonlinear systems
  20. Exact solutions for a perturbed nonlinear Schrödinger equation by using Bäcklund transformations
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