STABILIZATION FOR ONE NEUTRAL TYPE SYSTEM IN GENERAL CYCLIC CASE
The paper deals with the stabilization problem for the stationary two-dimensional dynamical system with retarded argument of neutral type with one input and one state delay in the general cyclic case. The definition of the stabilization problem for the system is given. To solve this problem we use linear regulators of feedback type, comprising both linear and integral part. The regulators are obtained in an explicit form as a basic function of the initial parameters of the system and its state vector. The problem of stabilizing such a system is considered for the case when the modal control problem is insoluble.