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- W77104819 abstract "The systems we study are homogeneous bilinear, single-input: 1.1 $$dot{x}=(A+{{u}_{t}}B)x$$ 1.2 $${{x}_{k+1}}=(A+{{u}_{k}}B){{x}_{k}}$$ where the state space is R 0 n = Rn - {0} (since the origin is an isolated equilibrium point), and the controls u are scalar. We are concerned with conditions, sufficient or necessary, for state controllability of these systems for bounded or unbounded controls." @default.
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- W77104819 date "1975-01-01" @default.
- W77104819 modified "2023-10-01" @default.
- W77104819 title "Controllability of Bilinear Systems" @default.
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