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    Folding and unfolding in periodic difference equations 

    Al-Sharawi, Ziyad; Cánovas, Jose; Linero, Antonio (Elseiver, 2014)
    Given a p-periodic difference equation xn+1 = fn mod p(xn), where each fj is a continuous interval map, j = 0, 1, . . . , p − 1, we discuss the notion of folding and unfolding related to this type of non-autonomous equations. ...
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    Advances in periodic difference equations with open problems 

    Al-Sharawi, Ziyad; Cánovas, Jose; Linero, Antonio (Springer, 2014)
    In this paper, we review some recent results on the dynamics of semi-dynamical systems generated by the iteration of a periodic sequence of continuous maps. In particular, we state several open problems focused on the ...

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    Author
    Al-Sharawi, Ziyad (2)
    Cánovas, Jose (2)
    Linero, Antonio (2)
    SubjectAlternating systems (1)Cycles (1)Folding (1)Global attractor (1)Interval maps (1)Non-autonomous difference equations (1)Open problem (1)Periodic orbit (1)Periodic point (1)Periodic solutions (1)... View MoreDate Issued2014 (2)Has File(s)Yes (2)

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