Stebėti
Anvar Azimov
Anvar Azimov
Satbayev University
Patvirtintas el. paštas stud.satbayev.university
Pavadinimas
Cituota
Cituota
Metai
Inverse problem for the Verhulst equation of limited population growth with discrete experiment data
A Azimov, S Kasenov, D Nurseitov, S Serovajsky
AIP Conf. Proc 1759, 020037, 2016
82016
NON-SMOOTH OPTIMIZATION METHODS IN THE GEOMETRIC INVERSE GRAVIMETRY PROBLEM.
SY Serovajsky, M Sigalovsky, A Azimov
Advanced Mathematical Models & Applications 7 (1), 2022
42022
Identification of mathematical model of bacteria population under the antibiotic influence
S Serovajsky, D Nurseitov, S Kabanikhin, A Azimov, A Ilin, R Islamov
Journal of Inverse and Ill-posed Problems 26 (5), 565-576, 2018
42018
Mathematical problems of gravimetry and its applications
SY Serovajsky, AA Azimov, MO Kenzhebayeva, DB Nurseitov, ...
International Journal of Mathematics and Physics 10 (1), 29-35, 2019
32019
Discrete and Continuous Models of the COVID-19 Pandemic Propagation with a Limited Time Spent in Compartments
O Turar, S Serovajsky, A Azimov, M Mustafin
ISAAC Congress (International Society for Analysis, its Applications and …, 2021
12021
Comparison of Methods for Assessing the Assimilation Capacity of the Kazakhstani Sector of the Ili River
AT Nurseitova, JK Jamalov, AA Azimov, DB Nurseitov, EA Tursunov
Modelling and Simulation in Engineering 2021 (1), 9387827, 2021
12021
THE PROBLEM OF RECOVERING THE ANOMALY DENSITY FROM THE MEASUREMENT OF THE GRAVITATIONAL POTENTIAL.
S Serovajsky, D Nurseitov, A Nurseitova, A Azimov
Advanced Mathematical Models & Applications 4 (2), 2019
12019
Identification of nonlinear differential systems for bacteria population under antibiotics influence
S Serovajsky, A Azimov, A Ilin, R Islamov, S Kasenov, M Lankina, ...
New Trends in Analysis and Interdisciplinary Applications: Selected …, 2017
12017
MATHEMATICAL MODELING OF EPIDEMIC PROPAGATION WITH VACCINATION.
S Serovajsky, O Turar, T Imankulov, A Azimov
Advanced Mathematical Models & Applications 9 (2), 2024
2024
STABILIZING THE SYSTEM IN THE PROBLEM OF EPIDEMIC SPREAD LIMITED TIME OF IMMUNIZATION.
S Serovajsky, O Turar, T Imankulov, A Azimov
Advanced Mathematical Models & Applications 8 (2), 2023
2023
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Straipsniai 1–10