Polson (2012): Inhibitors of nitric oxide synthase induce larval settlement and metamorphosis of the polychaete annelid

Abstract-A fundamental stability result for arbitrarily switched linear systems in continuous time assumes that the set of system coefficient matrices are commutative with one an other. This result was recently generalized to include arbitrarily switched linear system on arbitrary time scales T, with additional constraints imposed upon the graininess of the time scales. In the following analysis we explore the case when pairs of switched systems are noncommutative by visualizing the space of common Lyapunov solutions graphically. We deduce that there are cases in which a common Lyapunov solution exists for a noncommutative switched system if the time scale graininess is limited to some upper bound 1 .

No abstract

No abstract

No abstract