Numan Yunusovich Satimov

Numan Yunusovich Satimov (Russian: Нуман Юнусович Сатимов) (15 December 1939 – 22 September 2006) was a Soviet and Uzbek mathematician, Doktor Nauk in Physical and Mathematical Sciences, academician of the Academy of Sciences of Uzbekistan (2000), and corresponding member of the Academy of Sciences of UzSSR from 1979 to 2006, and a laureate of the Biruni State Prize (1985). He was a specialist in the theory of differential equations, control theory and their applications.[1][2][3]

Numan Yunusovich Satimov
Нуман Юнусович Сатимов
Born(1939-12-15)15 December 1939
Died22 September 2006(2006-09-22) (aged 66)
Citizenship Soviet Union Uzbekistan
Alma materMSU named after M. V. Lomonosov
Scientific career
FieldsDifferential equation, Control theory
Institutions National University of Uzbekistan named after Mirzo Ulugbek,
The Uzbek Academy of Sciences' Romanovsky Institute of Mathematics
Doctoral advisorE. F. Mischenko
Other academic advisorsV. G. Boltyansky

Biography

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Satimov was born on 15 December 1939[4] in the city of Andijan in a working-class family.

In 1956, he was accepted to the Central Asian State University at the Faculty of Physics and Mathematics. In 1958, Satimov continued his studies at the Moscow State University named after M. V. Lomonosov at the Faculty of Mechanics and Mathematics. After graduating from the university in 1962, he entered graduate school at the Uzbek Academy of Sciences' Romanovsky Institute[5] of Mathematics, where he worked as a junior research fellow from 1965 to 1968.[6]

In 1968, under the guidance of Professor V. G. Boltyansky, Satimov defended his thesis. In 1977, under the guidance of Professor E. F. Mischenko, he defended his doctoral dissertation (at the specialized council of Steklov Institute of Mathematics). In 1978, he was awarded the title of professor. In 1979, he became a corresponding member of the Academy of Sciences of the Uzbek SSR, in 2000 – academician of the Academy of Sciences of the Republic of Uzbekistan.

Since 1968, Satimov worked in Tashkent State University. In 1971, he became the head of a department at the Faculty of Applied Mathematics and Mechanics of NUUz. From 1974 to 1976, Satimov worked as a senior research fellow at Steklov Institute of Mathematics. From 1985 to 1987 he served as the dean of the Faculty of Applied Mathematics and Mechanics. Since 2000, he was a leading researcher at the Uzbek Academy of Sciences' Romanovsky Institute of Mathematics.[7]

Satimov died on 22 September 2006. He was buried at the Chagatai cemetery in Tashkent.

Scientific interests

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Satimov's primary research interest included the theory of differential equations, control theory and their applications. He founded the Tashkent Scientific School on the theory of controls and differential games. He led the research seminar “Optimal processes and differential games” for over 35 years.

Moreover, Satimov is the author of a textbook on differential equations and two monographs.[8][9] He published more than 180 scientific papers; most of which have been translated and published in US and UK journals. Under his guidance, eight doctoral and more than twenty master's theses were prepared.[10]

Since 1970, Satimov worked on a new section of the theory of controlled processes – the theory of differential pursuit–evasion games. He paid particular attention to the development of L. S. Pontryagin's methods. As a result, Satimov proposed and later developed the so-called third (modified) method for solving the problem of persecution.

Bibliography

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  • Задача об уклонении от встреч в дифференциальных играх с нелинейными управлениями // Дифференц. уравнения, 1973 г., Т. 9, No. 10, С. 1792—1797 (совместно с Е. Ф. Мищенко).[11]
  • Н. Сатимов, “К задаче убегания в дифференциальных играх с нелинейными управлениями”, Докл. АН СССР, 216:4 (1974), 744–747.[12]
  • N. Satimov, On the pursuit problem relative to position in differential games, Dokl. Akad. Nauk SSSR, 1976, Volume 229, Number 4, 808–811.[13]
  • Н. Ю. Сатимов, А. З. Фазылов, А. А. Хамдамов, “О задачах преследования и уклонения в дифференциальных и дискретных играх многих лиц с интегральными ограничениями”, Дифференц. уравнения, 20:8 (1984), 1388–1396.[14]
  • Н. Сатимов "Избежание столкновений в линейных системах с интегральными ограничениями" // Сердика, Болгарска, 1989 г., т. 15 (совместно с, А. З. Фазыловым).[15]
  • N. Yu. Satimov, M. Tukhtasinov, Game problems on a fixed interval in controlled first-order evolution equations, Mathematical Notes, 2006, Volume 80, Issue 3–4, pp 587–589.[16]
  • N. Yu. Satimov, M. Tukhtasimov, Evasion in a certain class of distributed control systems, Mathematical Notes, May 2015, Volume 97, Issue 5–6, pp 764–773.[17]
  • К оценке некоторых областей целочисленных точек. В кн.: Математические методы распознавания образов: Доклады 10-й Всероссийской конференции, Москва, 2001, РАН Вычислительный центр при поддержке Российского Фонда Фундаментальных Исследований, С. 125—126 (совместно с Б. Б. Акбаралиевым)[18]

Notes

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  1. ^ "Satimov, N. Yu". zbMath.
  2. ^ Borodin, Alexey; Bugay, Arkadiy (1987). Выдающиеся математики [Outstanding mathematicians] (in Russian). Kyiv: Ряданьска Школа. p. 461.
  3. ^ "Ранее состоявшиеся члены Академии Наук РУз". Academy of Science of the Republic of Uzbekistan (in Russian). Retrieved October 1, 2019.
  4. ^ "Персоналии: Сатимов Нуман Юнусович" (in Russian). www.mathnet.ru. Retrieved October 1, 2019.
  5. ^ "Uzbekistan Academy of Sciences V. I. Romanovsky Institute of Mathematics". Retrieved October 3, 2019.
  6. ^ "Академик Н. Ю. Сатимов" [Academician N. Yu. Satimov]. Узбекский Математический Журнал (in Russian). 10: 108. 2006.
  7. ^ "Академик Н. Ю. Сатимов" [Academician N. Yu. Satimov]. Узбекский Математический Журнал (in Russian). 10: 108. 2006.
  8. ^ Satimov, Numan; Rikhsiyev, Badir (2000). Azamov, Abdulla (ed.). Методы решения задачи уклонения от встречи в математической теории управления [Methods for solving the avoidance problem in mathematical control theory] (in Russian). Tashkent: "ФАН" АН РУз. p. 176. ISBN 5-648-02716-8.
  9. ^ Satimov, Numan (1987). Управляемые динамические системы и их приложения [Managed Dynamic Systems and Their Applications] (in Russian). Tashkent: Tashkent State University. p. 104.
  10. ^ "Академик Н. Ю. Сатимов" [Academician N. Yu. Satimov]. Узбекский Математический Журнал (in Russian). 10: 108. 2006.
  11. ^ Satimov, Numan; Mishchenko, Evgeniy (1973). "Задача об уклонении от встречи в дифференциальных играх с нелинейными управлениями" [The avoidance problem in differential games with nonlinear controls] (PDF). Дифференциальные уравнения (in Russian). 9 (10): 1792–1797 – via MathNet.
  12. ^ Satimov, Numan (1974). "К задаче убегания в дифференциальных играх с нелинейными управлениями" [On the runaway problem in differential games with nonlinear controls] (PDF). Доклады Академии наук СССР (in Russian). 26 (4): 744–747 – via MathNet.
  13. ^ Satimov, Numan (1976). "On the pursuit problem relative to position in differential games" (PDF). Dokl. Akad. Nauk SSSR (in Russian). 229: 808–811 – via MathNet.
  14. ^ Satimov, Numan (1984). "О задачах преследования и уклонения в дифференциальных и дискретных играх многих лиц с интегральными ограничениями" [On the pursuit and evasion problems in differential and discrete games of many people with integral constraints] (PDF). Дифференц. уравнения (in Russian). 20: 1388–1396 – via MathNet.
  15. ^ Satimov, Numan (1989). "Избежание столкновений в линейных системах с интегральными ограничениями" [Collision avoidance in linear systems with integral constraints] (PDF). Serdica Bulgariacae Mathematicae Publicationes (in Russian). 15: 223–231 – via math.bas.bg.
  16. ^ Satimov, Numan; Tukhtasinov, Muminjon (2006). "Game problems on a fixed interval in controlled first-order evolution equations". Mathematical Notes. 80 (3–4): 578–589. doi:10.1007/s11006-006-0177-5.
  17. ^ Satimov, Numan; Tukhtasimov, Muminjon (2015). "Evasion in a certain class of distributed control systems". Mathematical Notes. 97 (5–6): 764–773. doi:10.1134/S0001434615050119.
  18. ^ Satimov, Numan (2001). "К оценке некоторых областей целочисленных точек" [To the estimation of some areas of integer points]. Математические методы распознавания образов: Доклады 10-й Всероссийской конференции [Mathematical Methods for Pattern Recognition: Reports of the 10th All-Russian Conference] (PDF) (in Russian). Moscow: АЛЕВ-В. p. 342.