Work activities

In 2010-2014 he was a student at the National University of Uzbekistan named after Mirzo Ulugbek. In 2014-2016 he studied at the Kazan Federal (Volga) University of the Russian Federation, in 2016-2017 he taught at the Academic Lyceum No. 4 at the Bukhara State University, in 2017-2020 he taught at the Department of Mathematics of the Bukhara State University, in 2020 -2020. Senior researcher of the Bukhara branch of the Mathematical Institute named after V.I. Romanovsky Academy of Sciences of the Republic of Uzbekistan, in 2020-2021. Lecturer in the Department of Differential Equations of the Bukhara State University, Acting Head of this Department temporarily, since March 4, 2021, has been working as Head Department of Differential Equations, Bukhara State University.
In 2020 U.D. Durdiev defended his dissertation for the degree of Doctor of Philosophical Sciences in physical and mathematical sciences on the topic "Investigation of the problems of determining special two-dimensional kernels in hyperbolic integro-differential equations in the form of convolution."
As a result of his scientific research, 1 textbook, 1 monograph, more than 8 international journals, more than 20 articles and abstracts in republican journals and conference proceedings were published.
U.D. Durdiev within the framework of the State scientific and technical programs:
In 2016-2020, he conducted scientific research as a senior researcher under the grant project No. F-4-07 "Nonlinear integral equations of statistical physics models and their applications."
In 2019 U.D. Durdiev was recognized as the winner in the field of “Qualification Development” in the competition announced by the El-Yurt Umidi Foundation, which was organized by the Cabinet of Ministers of the Republic of Uzbekistan to train specialists abroad. .
 

Professional development

Passed training in the direction of "Mathematics" at the regional training center of the Bukhara State University under the Ministry of Higher and Secondary Specialized Education of the Republic of Uzbekistan (Bukhara, 2019).
The Ministry of Education and Science of the Russian Federation completed an internship at Novosibirsk State University (Russian Federation, Novosibirsk, 2019).
The Ministry of Education and Science of the Russian Federation conducted an internship on the topic "Modern universities of pedagogical education" at the Kazan Federal University (RF, Tatarstan, Kazan, 2021).
Passed training in the direction of "Mathematics" at the regional training center of the Bukhara State University under the Ministry of Higher and Secondary Specialized Education of the Republic of Uzbekistan (Bukhara, 2022).
 

Subjects taught (in the last three academic years)

Simple differential equations;
Differential equations with certain derivatives;
equations of mathematical physics;
Modern methods of mathematical physics;
Inverse problems for differential equations.
 

Scientific activity

1.Durdiev U.D., Inverse problem of determining an unknown coefficient in the beam vibration equation,  Differential equations, 2022, Vol. 58, No. 1, pp. 37-44.
2.Durdiev U.D., Initial-boundary value problem for the equation of forced vibrations of a beam with the base stiffness coefficient, Uzbek Mathematical Journal, 2022,  Vol. 66, Issue 2, pp. 45-55.
3.Durdiev U.D., Problem of Determining the Reaction Coefficient in a Fractional Diffusion Equation,  Differential equations, 2021, Vol. 57, No. 9, pp. 1195-1204.
4.Durdiev U.D., The problem of determining the electric prehistory of the electrically conductive medium, Uzbek Mathematical Journal 2021, Volume 65, Issue 1, pp.48-56 DOI: 10.29229/uzmj.2021-1-5.
5.А. А. Рахмонов, У. Д. Дурдиев, З. Р. Бозоров, , Задача определения скорости звука и функции памяти анизотропной среды, ТМФ, 2021, том 207, номер 1, 112–132.
6.Дурдиев У.Д., Численное определение зависимости диэлектрической проницаемости слоистой среды от временной частоты, Сибирские Электронные Математические Известия, 17 (2020), с. 179-189.
7.Durdiev U.D., A problem of identification of a special 2D memory kernel in an integro-differential hyperbolic equation, Eurasian journal of mathematical and computer applications, 7:2 (2019), 4–19.
8.Durdiev U.D., Totieva Z.D., A problem of determining a special spatial part of 3D memory kernel in an integro-differential hyperbolic equation, Mathematical Methods in the Applied Sciences, 42:18 (2019), 7440–7451.
9.Дурдиев У.Д. Обратная задача для системы уравнений вязкоупругости в однородных анизотропных средах, Сибирский Журнал Индустриальной Математики, 22:4 (2019), стр. 26–32. 
Durdiev U.D., An Inverse Problem for the System of Viscoelasticity Equation in the Homogeneous Anisotropic Media, Journal of Applied and Industrial Mathematics, 13:4 (2019), pp. 1-8. 
10.Дурдиев У.Д. Задача определения ядер из двумерной системы интегро-дифференциальных уравнений Максвелла, Научный Вестник Бухарского Государственного Университета. 70:2 (2018), стр. 21 – 27.
11.Дурдиев Д.К., Дурдиев У.Д., Устойчивость решения обратной задачи для интегро-дифференциального уравнения Максвелла в однородной анизотропной среде, Узб. Матем. Жур. №2 (2014), 25 – 34.
12.Дурдиев У.Д. Устойчивость решения обратной задачи для интегро-дифференциального уравнения Максвелла в однородной анизотропной среде, «Математика, физика ва ахборот технологияларининг долзарб муаммолари» мавзусидаги Республика миқёсидаги онлайн илмийғамалий анжумани (Бухоро, 2020 йил 15 апрель), 192-193 б.  
13.Durdiev U.D., Totieva Zh.D., A problem of determining a special spatial part of 3D memory kernel in an integro-differential hyperbolic equation, Порядковый анализ и смежные вопросы математического моделирования: тезисы докладов XV Международной научной конференции (с. Цей, 15-20 июля 2019 г.), стр. 116-117.
14.Дурдиев У.Д. Обратная задача для системы уравнений вязкоупругости в однородных анизотропных средах, Порядковый анализ и смежные вопросы математического моделирования: тезисы докладов XV Международной научной конференции (с. Цей, 15-20 июля 2019 г.), стр. 118-120.
15.Дурдиев У.Д., Тотиева Ж.Д. Численное решение обратной задачи определения ядра уравнения вязкоупругости, Современные методы в теории обратных задач и смежные вопросы (г. Теберда, 20-23 сентября 2017 г.), стр. 12-13.
16.Umidjan D. Durdiev, A problem for identification of a special 2d memory kernel in an integro – differential hyperbolic equation, “Академик Тошмуҳаммад Ниёзович Қори-Ниёзийнинг ҳаёти ва ижоди” мавзусидаги чет эл олимлари иштирокида илмий-амалий конференция (Тошкент, 7-8 сентябрь 2017 йил), 20-23 б.