Corollary (Rashevsky-Chow Theorem)
If for every and if is connected, then each orbit is equal to the whole manifold .
Read more about this topic: Orbit (control Theory)
Corollary (Rashevsky-Chow Theorem)
If for every and if is connected, then each orbit is equal to the whole manifold .
Read more about this topic: Orbit (control Theory)