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248:, he was first engaged in statistical physics and quantum mechanics. Then he concentrated on the issues of oscillation generation, the solution of which determined the direction of his further scientific activity. A. A. Andronov's Ph.D. thesis "Poincaré limit cycles and the theory of oscillations" was published in 1929 in the Proceedings of the
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Andronov was born in Moscow into a wealthy family. His mother, Lidia, separated from his father when
Aleksandr was still a child. His grandfather, the merchant, provided for them. In 1909 Lidia married doctor Korneliy Lipsky, renowned hynecologist, who helped her children get proper education.
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Since 1929, Alexander
Alexandrovich became a researcher at the All-Union Electrotechnical Institute, and in 1930 he enrolled in the Research Institute of Physics at Moscow University. In the post-war years, A. A. Andronov actively participated in the work at the Institute of Automation and
416:Адрес: 119234, Учредитель: Некоммерческое партнерство «Международное партнерство распространения научных знаний»; Москва, г; ГСП-1; горы, Ленинские; МГУ; Д. 1; Стр. 46; Тел./Факс: +7939-42-66, офис 138 Смотреть на карте; адрес: 119234, +7939-45-63 Почтовый (2023-04-11).
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237:(MHTS) to the Faculty of Electrical Engineering with specialization in radio engineering. Since 1921, while studying at MHTS began to attend lectures in at the Physics and Mathematics Department of
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On
October 31, 1952, Andronov passed away. At the age of 51 he died of a severe form of hypertension. He is buried in the Bugrovskoye cemetery of Nizhny Novgorod.
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In 1918 Aleksandr finished
Secondary Level Labour school in Moscow. In 1920, after being deemed unfit for military service due to illness, he enrolled in the
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has been granted for outstanding works in the classical mechanics and the control theory by the Soviet (then
Russian) Academy of Science in 1971-2024 years.
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During his postgraduate years (1926-1929) under the supervision of the outstanding physicist
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An important part of his life is the period spent in
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A.A. Andronov and some aspects of dynamical systems
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