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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
2023.
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
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.
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.Ya. Dynamics of Predator-Prey Community with Age Structures and Its Changing Due To Harvesting // Math. Biol. Bioinf. 2020;15(Suppl):t35-t51
2023.
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.
2018.
2022.
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. 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
2019. english
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
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
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.
2020. Frisman, E.Y., Zhdanova, O.L. & Neverova, G.P. Ecological and Genetic Models in Population Biophysics. BIOPHYSICS 65, 810–825 (2020).
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
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
2015.
2017.
2016.
2022.
2022.
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.
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.
2023.