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AuthorKeshtkar, F.
AuthorErjaee, G.
AuthorBoutefnouchet, M.
Available date2015-11-05T13:23:46Z
Publication Date2014
Publication NameComplexity
CitationKeshtkar, F., Erjaee, G. and Boutefnouchet, M. (2014), On stability of equilibrium points in nonlinear fractional differential equations and fractional Hamiltonian systems. Complexity.
ISSN1099-0526
URIhttp://dx.doi.org/10.1002/cplx.21581
URIhttp://hdl.handle.net/10576/3749
AbstractIn this article, a brief stability analysis of equilibrium points in nonlinear fractional order dynamical systems is given. Then, based on the first integral concept, a definition of planar Hamiltonian systems with fractional order introduced. Some interesting properties of these fractional Hamiltonian systems are also presented. Finally, we illustrate two examples to see the differences between fractional Hamiltonian systems with their classical order counterparts.
SponsorNPRP . Grant Number: NPRP 6�137-1�026
Languageen
PublisherWiley Periodicals, Inc.�
Subjectdynamical systems
Subjectfractional differential equations
SubjectHamiltonian systems
TitleOn stability of equilibrium points in nonlinear fractional differential equations and fractional Hamiltonian systems
TypeArticle


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