Guiding functions and global bifurcation of periodic solutions of functional differential inclusions with infinite delay

Nguyen Van Loi

Abstract


In this paper, by using the topological degree theory for multivalued maps, we develop the method of guiding functions to deal with the problem of global structure of periodic solutions for
functional differential inclusions with infinite delay. As example we consider the global structure of periodic solutions of feedback control systems with infinite delay.

Keywords


Global bifurcation; periodic solution; guiding function; functional differential inclusion

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