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Volumn 2, Issue 1, 1996, Pages 55-67

Controllability of hypersurface and solvable invariant systems

Author keywords

Controllability; Invariant systems; Lie groups

Indexed keywords

ALGEBRA; CONTROLLABILITY; NUMERICAL METHODS; VECTORS;

HYPERSURFACE; INVARIANT SYSTEMS; LIE GROUPS;

INVARIANCE;

EID: 0029716355 PISSN: 10792724 EISSN: None Source Type: Journal
DOI: 10.1007/bf02259622 Document Type: Article

Times cited : (8)

References (11)

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2
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- Control systems on semi-simple Lie groups and their homogeneous spaces
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3
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4
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5
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- Controllability of right-invariant systems on semi-simple Lie groups
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6
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- Preprint IC/93/30. UNESCO Intern. Centre for Theor. Physics, Trieste, Italy
- V. A. Bravo and L. S. Martin, Controllability of nilpotent systems. Preprint IC/93/30. UNESCO Intern. Centre for Theor. Physics, Trieste, Italy, 1993.
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7
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- Preprint F193-CT03. The Fields Institute for Research in Mathematical Sciences, Canada, January
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8
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- Preprint IC/94/310. UNESCO Intern. Centre for Theor. Physics. Trieste, Italy
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9
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- Controllability of a system of two symmetric rigid bodies in three space
- M. J. Enos, Controllability of a system of two symmetric rigid bodies in three space. SIAM J. Control Optim. 32 (1994), No. 4.
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10
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- Preprint No. IT-95-27G. LIFL, University Lille I, France, April
- Y. L. Sachkov, Controllability of invariant systems on Lie groups: hypersurface approach. Preprint No. IT-95-27G. LIFL, University Lille I, France, April 1995.
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11
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- Preprint No. IT-95-281. LIFL, University Lille I, France, May
- _, Controllability of invariant systems on solvable Lie groups, Preprint No. IT-95-281. LIFL, University Lille I, France, May 1995.
- (1995) Controllability of Invariant Systems on Solvable Lie Groups

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