Complete controllability of perturbed linear control systems,revisited

LetL¹(I, ^n,n)×M(I, ^n,m) be the space of all pairs (A, B), whereA andB are measurable functions from a compact intervalI to ^n,n and ^n,m, respectively, andA is Lebesgue integrable. Also, let this space be endowed with the topology of theL¹-norm with respect toA and the topology of convergence in measure with respect toB. Then, the set of all pairs (A, B), for which the corresponding linear control system

Keywords:	Linear control systems  complete controllability  perturbations  convergence in measure  openness  density
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