Franzheva, E. D.2020-05-282020-05-282018-09-182018-09-18Franzheva E. D. Computational analysis of method of detecting of periodic points in nonlinear dynamical systems / E. D. Franzheva // Автоматика/Automatiсs – 2018 : матеріали XXV Міжнародної конференція з автоматичного управління, 18–19 вересня 2018 року, Львів. — Львів : Видавництво Львівської політехніки, 2018. — С. 137–138. — (Mathematical problems of management, optimization and theory of the game).978-966-941-208-9https://ena.lpnu.ua/handle/ntb/50742The problem of detecting of non-stationary periodic points of nonlinear dynamical systems is considered in this work. A new approach has been suggested for the constructing of delayed feedback. Effectiveness of this approach is shown on the basis of results of constructed examples.137-138enchaoscycles’ stabilizationnonlinear dynamical systemsperiodic orbitsComputational analysis of method of detecting of periodic points in nonlinear dynamical systemsArticle© Національний університет “Львівська політехніка”, 20182519-7Franzheva E. D. Computational analysis of method of detecting of periodic points in nonlinear dynamical systems / E. D. Franzheva // Avtomatyka/Automatiss – 2018 : materialy XXV Mizhnarodnoi konferentsiia z avtomatychnoho upravlinnia, 18–19 veresnia 2018 roku, Lviv. — Lviv : Vydavnytstvo Lvivskoi politekhniky, 2018. — P. 137–138. — (Mathematical problems of management, optimization and theory of the game).