摘要
In this paper multiple delay feedback control （MDFC） with different and independent delay times is shown to be an efficient method for stabilizing fixed points in finite-dimensional dynamical systems. Whether MDFC can be applied to infinite-dimensional systems has been an open question. In this paper we find that for infinite-dimensional systems modelled by delay differential equations, MDFC works well for stabilizing （unstable） steady states in long, moderate- and short-time delay regions, in particular for the hyperchaotic case.
In this paper multiple delay feedback control （MDFC） with different and independent delay times is shown to be an efficient method for stabilizing fixed points in finite-dimensional dynamical systems. Whether MDFC can be applied to infinite-dimensional systems has been an open question. In this paper we find that for infinite-dimensional systems modelled by delay differential equations, MDFC works well for stabilizing （unstable） steady states in long, moderate- and short-time delay regions, in particular for the hyperchaotic case.
