- of
flows of non-autonomous
dynamical systems. It was
introduced by A.
Agrachev and R.
Gamkrelidze in the late 1970s. The
scope of the
formalism is to...
- sub-Riemannian manifolds.
Distribution Hörmander's
condition Optimal control Agrachev, Andrei; Barilari, Davide; Boscain, Ugo, eds. (2019),
Comprehensive Introduction...
- Nano. 8 (4): 3904–3912. doi:10.1021/nn500805n. PMID 24628268. Au25(SPr)18
Agrachev, Mikhail; Antonello, Sabrina; Dainese, Tiziano; Gascón, José A.; Pan, Fangfang;...
-
nonholonomic interpolation", J. Dyn.
Control Syst., 12:3 (2006). A. A.
Agrachev, D. V. Anosov, I. A. Bogaevskii, A. S. Bortakovskii, A. B. Budak, V. A...
- Jean-Christophe
Yoccoz Marc Yor Efim
Zelmanov Jeffrey Adams Andrei A.
Agrachev Henning Haahr Andersen Michael T.
Anderson Marco Avellaneda László Babai...
-
American Mathematical Society: 171–188. doi:10.2307/1996660. JSTOR 1996660.
Agrachev, Andrei; Sachkov, Yuri (2004). "The
Orbit Theorem and its Applications"...
- q {\displaystyle \ q} is
actually equal to M {\displaystyle \ M} .
Agrachev,
Andrei A.; Sachkov, Yuri L. (2004).
Control theory from the geometric...
