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005.007.01
005.007.02
See Russian version.
Theses prepared for submission
Postgraduate
Fields of study
Междисциплинарная кафедра подготовки кадров высшей квалификации
Admission to the postgraduate
Прием в целевую аспирантуру
Список аспирантов (на 1 октября 2024 года)
anti-corruption
Neverova Galina P
Degree:
Dr.Sc. (Phys.-Math.)
Position:
senior scientific employee
Department:
Лаборатория математического моделирования биофизических процессов (№32)
Room:
503
Email:
neverova@iacp.dvo.ru
Publications:
2023
2022
2021
2020
2019
2018
2017
2016
2015
Article
Book
Tezis
2020. Frisman, E.Y., Zhdanova, O.L. & Neverova, G.P. Ecological and Genetic Models in Population Biophysics. BIOPHYSICS 65, 810–825 (2020).
2023.
2023.
2019. Frisman Y.Y., Kulakov M.P., Revutskaya O.L., Zhdanova O.L., Neverova G.P. The key approaches and review of current researches on dynamics of structured and interacting populations // Computer Research and Modeling, 2019, vol. 11, no. 1, pp. 119-151
2021. Zhdanova O. L. Neverova G.P., Frisman E.Ya. Modeling the evolution of a predator in a community of interacting species // Informatics and Control Systems. 2021 .-- No 2 (68). S. 3-16.
2021. Frisman, E. Y., Zhdanova, O. L., Kulakov, M. P., Neverova, G. P., & Revutskaya, O. L. (2021). Mathematical Modeling of Population Dynamics Based on Recurrent Equations: Results and Prospects. Part I. Biology Bulletin, 48(1), 1-15.
2021. Frisman, E. Y., Zhdanova, O. L., Kulakov, M. P., Neverova, G. P., & Revutskaya, O. L. (2021). Mathematical Modeling of Population Dynamics Based on Recurrent Equations: Results and Prospects. Part II. Biology Bulletin, 48(3), pp. 239–250.
2020. Neverova G.P., Zhdanova O.L., Abakumov A.I. Discrete-Time Model of Seasonal Plankton Bloom // Math. Biol. Bioinf. 2020;15(2):235-250
2020. Neverova G.P., Zhdanova O.L., Frisman E.Ya. Dynamics of Predator-Prey Community with Age Structures and Its Changing Due To Harvesting // Math. Biol. Bioinf. 2020;15(Suppl):t35-t51
2023.
2022. Neverova G. P., Zhdanova O. L., Frisman E. Ya. Evolutionary dynamics of structured populations with density-dependent limitation of juvenile survival //Communications in Nonlinear Science and Numerical Simulation. – 2022. – Vol. 109. – 106272.
2016.
2017.
2019. Neverova G.P., Zhdanova O.L., Frisman E.Ya. Modeling the Dynamics of Predator-Prey Community with Age Structures // Math. Biol. Bioinf. 2019;14(1):77-93
2020. Neverova G.P., Zhdanova O.L., Frisman E.Ya. The Emergence of Complex Dynamics during the Evolution of a Structured Limited Population // Russian Journal of Genetics, 2020, Vol. 56, No. 6, pp. 747–757.
2022. Zhdanova O.L., Neverova G.P., and Frisman E.Ya. Predator Evolution in a Model of Interacting Species: To the Question about Maintaining Polymorphism by Litter Size in Natural Populations of Arctic Fox // Russian Journal of Genetics, 2022, Vol. 58, No. 1, pp. 94–108. DOI: 10.1134/S1022795422010136
2020. Neverova, G.P., Zhdanova, O.L. & Frisman, E.Y. Effects of natural selection by fertility on the evolution of the dynamic modes of population number: bistability and multistability. Nonlinear Dyn 101, 687–709 (2020). https://doi.org/10.1007/s11071-020-05745-w
2022. Neverova G. P., Zhdanova O. L. Mathematical modeling of the evolutionary dynamics of plankton community // Far Eastern Mathematical Journal. 2022. V. 22. No 2. P. 213-217
2019. english
2022.
2022. Neverova G. P., Zhdanova O. L., Frisman E. Y. Evolutionary dynamics of predator in a community of interacting species // Nonlinear Dynamics 2022. 108, 4557–4579. DOI: 10.1007/s11071-022-07372-z
2022. Zhdanova O.L., Zhdanov V.S., Neverova G.P. Modeling the dynamics of plankton community considering phytoplankton toxicity // Computer Research and Modeling, 2022, vol. 14, no. 6, pp. 1301-1323
2022.
2022. Neverova G.P., Zhdanova O.L. Comparative Dynamics Analysis of Simple Mathematical Models of the Plankton Communities Considering Various Types of Response Function \\ Mathematical Biology & Bioinformatics. 2022;17(2):465-480.
2015.
2018.
2019. Neverova G.P., Zhdanova O.L., Kolbina E.A., Abakumov A.I. A plankton community: a zooplankton effect in phytoplankton dynamics // Computer Research and Modeling, 2019, vol. 11, no. 4, pp. 751-768
2022.