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Discrete-time control systems on homogeneous spaces: partition property

Jordan J.

Control and Cybernetics

2006

Vol. 35, no 4

863-871

If the system semigroup of a control system is a roup, the system has the partition property, i.e., the reachable sets form a disjoint partition in the state space. The converse is ot true in general. In this work we give sufficient conditions for le partition property for a family of discrete-time control systems on homogeneous spaces. We apply our results to Inverse Iteration systems on flag manifolds, which are closely related to numerical aIgorithms.