Dynamic properties of automatic control systems: Investigation via order reduction

Recurrent methods are applied to study the stability of automatic control systems in the first linear approximation. These methods are not analytic in general sense, but, in performance, accuracy, and practical realization, supplement the well-known Routh–Hurwitz, Mikhailov, Jury, Pontryagin, Neimark, and Barabanov analytical criteria and recurrent algorithms and similar criteria in this field.

Presented by the member of Editorial Board: B. T. Polyak