DYNAMIC SYSTEM STABILIZATION METHODS

A new statement of the classical problem of stabilizing dynamic system s which is based on analysis of the problem is proposed. It is based o n investigating system behavior on a finite time interval. The stabili zation problem is embedded into special optimal control problems. Algo rithms for the operation of optimal stabilizers which construct teal-t ime positional solutions are described for each of these problems. The stabilization problem is investigated under conditions of complete as well as incomplete and imprecise information about the current system states. An example of stabilization under conditions of indeterminacy is presented.