BACKGROUND
Dr Bekbaev Dilmurod received his PhD degree on Mathematics (Computational and theoretical science) from the faculty of Science, IIUM and graduated Bachelor and Master degrees on Mathematics (algebra, mathematical logic and number theory) at the National University of Uzbekistan. He has published six scientific papers. He fluently speaks English, Malay and Russian. He has nine years experience in teaching. He worked two years as a Lecturer on mathematics at Turin polytechnic Lyceum in Tashkent, Uzbekistan. During his PhD study at IIUM, he taught three years “Linear algebra”, “Differential equations” and “Discrete mathematics” as a part time lecturer and tutor. Currently Dr Bekbaev is a senior lecturer at Management Development Institute of Singapore in Tashkent. He is teaching finite mathematics and calculus, introduction to statistics and advanced quantitative methods.
| EDUCATION |
PhD in Computational and Theoretical Science International Islamic University Malaysia, Kuantan (Malaysia) Master's degree in Mathematical logic, algebra and theory numbers National University of Uzbekistan, Tashkent (Uzbekistan) Bachelor's degree in Mathematics National University of Uzbekistan, Tashkent (Uzbekistan) |
| AREAS OF TEACHING | Mathematics, Discrete algebra, Linear algebra, Differential equations, Calculus, Introduction to statistics, Business analytics, Quantitative methods for business, Advanced Quantitative methods. |
| AREAS OF RESEARCH | Classification of algebras. |
| PUBLICATIONS |
1. Bekbaev D.U. &Ganiev I.G., (2015), C*-algebras over Arens algebras, AIP Conference Proceedings 1660, 050051; (Scopus). 2. Ganiev I.G., Mukhamedov F.&Bekbaev D. (2015), The strong zero-two law fot positive contractions of Banach-Kantorovich Lp-lattics., Turk J. Math. 39:583-594,(ISI). 3. Bekbaev D.U. &Ganiev I.G., (2016), The Gelfand –Naimark Theorem for C*-algebras over Arens algebras. Malaysian Journal of Mathematical Sciences 10(S) February: 205–218, (Scopus). 4. Ganiev I., Mukhamedov F.&Bekbaev D., (2016), On a generalized uniform zero-two law for positive contractions of non-commutative L1-spaces. Journal of Physics: Conference series 697 (2016) 012003, (Scopus). 5. Ganiev I., Mukhamedov F.&Bekbaev D., (2017), The zero-two law for positive contractions in the Orlicz-Kantorovich spaces. Journal of Physics: Conference series 819 (2017) 012016, (Scopus). 6. Ganiev I., Mukhamedov F.&Bekbaev D., (2018), On a generalized uniform zero-two law for positive contractions of noncommutative L1-spaces and its vector-valued extensions. Banach Journal of Mathematical Analysis 12(3), 600-616 (2018). 7. Bekbaev D., Derivatives and automorphisms of two dimensional real algebras. (2021 processing) |
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CONFERENCE ATTENDANCE, INTERNSHIP AND QUALIFICATION UPGRADING |
1. Bekbaev D.U. &Ganiev I.G., (2015), C*-algebras over Arens algebras. In: International conference on Mathematics, Engineering and Industrial applications 2014 (ICOMEIA 2014), 28-30 May,2014, Penang, Malaysia. 2. Bekbaev D.U. &Ganiev I.G., (2016), The Gelfand –Naimar Theorem for C*-algebras over Arens algebras. In: The 3rd International Conference on Mathematical Applications in Engineering 2014 (ICMAE’14), 23-25 september 2014, Kuala Lumpur, Malaysia. 3. Ganiev I., Mukhamedov F.&Bekbaev D., (2016), On a generalized uniform zero-two law for positive contractions of non-commutative L1-spaces. Conference 10-12 September, 2015, Tashkent, Uzbekistan. 4. Ganiev I., Mukhamedov F.&Bekbaev D., (2016), The zero-two law for positive contractions in the Orlicz-Kantorovich spaces. The 37-th International Conference on Quantum Probability and related topics 2016 (QP37), 22-26 august 2016, Kuantan, Pahang, Malaysia. |
