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Enver Atamanov

Professor

Applied Mathematics and Informatics Department

Division of Applied Sciences

 

Email: [javascript protected email address]

 
  1. An Introduction to Contemporary Mathematics (eng)
  2. An introduction to probability and statistics
  3. Basics of Algebra, Geometry and Analysis (eng)
  4. College-Mathematics
  5. Intro to Contemporary Mathematics I
  6. Introduction to Contemporary Mathematics (rus)
  7. Introduction to Contemporary Mathematics I
  8. Introduction to Contemporary Mathematics II
  9. Mathematical analysis I (eng)
  10. Mathematics for Business and Economics I
  11. Mathematics for Humanitarian Sciences
  12. Mathematics for life (eng)

1980 - Candidate of Physical and Mathematical Sciences (PhD), Siberian branch of the USSR Academy of Science
1971 - Mathematician, Teacher on mathematics, Kyrgyz State University

Enver Atamanov obtained his PhD degree in Physical and Mathematical Sciences from Siberian branch of the USSR Academy of Science. His areas of research include nonclassical and inverse problems for pseudoparabolic equations. Enver Atamanov has published extensively and has more than 80 publications with several of them published in Japan and the Netherlands. He has been teaching for 40 years in different universities of the Kyrgyz Republic. He joined American University in 2000. He teaches mathematics and statistics to students from the social science division. His goal is make learning mathematics a fun process.

2006- International conference on inverse problems for pseudoparabolic equations
2000 -Research on classical and inverse problems for pseudoparabolic equations. Mathematical
congress devoted to 100 years from birth of M. Lavrentiev, Novosibirsk.

Ill-posed problems of mathematical physics.

  1. Атаманов, Э. Р. Восстановление ядер операторного интеродифференциального уравнения
    псевдопараболического типа. И.Д.У., выпуск 44, Илим, Бишкек, 2013.
  2. Атаманов, Э. Р. Оценка устойчивости решения одной смешанной задачи для уравнения
    теплопроводности. Вестник АУЦА, 2006, №4, стр. 199-206
  3. E. R. Atamanov, Altynnikova L.A. and Sklyar S.N. Using a specific pedagogical   theory in the construction
    of mathematics placement test for incoming collegiate students at the American University of
    Central Asia in Kyrgyzstan. 2008. Academic Preview AUCA №2. P 223-229.
  4. Атаманов, Э. Р. (пособие для поступающих в АУЦА). Из-во АУЦА, Бишкек, 2007.
  5. Атаманов, Э. Р. Задача о восстановлении температурного режима по показаниям подвижного
    датчика. Вестник АУЦА, 2005, №2, стр. 100-118
  6. S. P. Shishatskii ,‎ A. Asanov ,‎ E. R. Atamanov . Uniqueness problems for Degenerating Equations and
    Neoclassical Problems, VSP Utrecht The Netherlands, Tokyo, Japan, 2001
  7. A. Asanov and E. R. Atamanov. Nonclassical and Inverse problems for pseudoparabolic equations, VSP
    Utrecht The Netherlands, Tokyo, Japan 1997
  8. Atamanov E.R, Sklyar S.N. The problem of restoration of temperature according to the indications of
    flexible sensors: uniqueness, stability, and numerical solution. 2005. Academic Preview AUCA №3,
    Bishkek, p100-118.
  9. Атаманов, Э. Р. Математика (для поступающих  в АУК). Из-во АУК, Бишкек, 2001
  10. Атаманов, Э. Р. (пособие для поступающих в АУЦА). Издательство АУЦА, Бишкек, 2012
  11. Атаманов, Э. Р. Трехточечная для псевдопараболического уравнения. Вестник АУЦА, 2004, №2, с.
    75-83

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