In this paper, applying the method of guiding functions, we study the global bifurcation problems for periodic solutions of first order parametrized differential inclusions in Hilbert spaces. As application we consider the global structure of a set of periodic trajectories for a family of feedback control systems.
On the global bifurcation of periodic solutions of differential inclusions in Hilbert spaces / Nguyen Van Loi; Valeri Obukhovskii; Pietro Zecca. - In: NONLINEAR ANALYSIS. - ISSN 0362-546X. - STAMPA. - 76:(2013), pp. 80-92. [10.1016/j.na.2012.08.004]
On the global bifurcation of periodic solutions of differential inclusions in Hilbert spaces
ZECCA, PIETRO
2013
Abstract
In this paper, applying the method of guiding functions, we study the global bifurcation problems for periodic solutions of first order parametrized differential inclusions in Hilbert spaces. As application we consider the global structure of a set of periodic trajectories for a family of feedback control systems.File in questo prodotto:
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