Dynamic modes of the Ricker model with periodic Malthusian parameter

Шлюфман, К.В.; Неверова, Г.П.; Фрисман, Е.Я.

doi:10.20537/nd1703005

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2021

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Cited by 6 publications

(1 citation statement)

References 9 publications

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“…Многие [14,15]. Таким образом, периодическое изменение численности одного из видов сообщества может привести к синхронным изменениям численности других видов.…”

Section: Introductionunclassified

Dynamics of satellite population related species with cyclic dynamics

Frisman¹,

Shlufman²,

Неверова³

2018

Proceedings of the International Conference "Mathematical Biology and Bioinformatics"

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Section: Introductionunclassified

Dynamics of satellite population related species with cyclic dynamics

Frisman¹,

Shlufman²,

Неверова³

2018

Proceedings of the International Conference "Mathematical Biology and Bioinformatics"

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Dynamics of Satellite Population Related Species with Cyclical Dynamics

Frisman

Shlufman

Неверова

2019

Biol Bull Russ Acad Sci

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Mathematical Modeling of Population Dynamics Based on Recurrent Equations: Results and Prospects. Part I

Frisman

Zhdanova

Кулаков

et al. 2021

Biol Bull Russ Acad Sci

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Approaches to modeling population dynamics using discrete-time models are described in this two-part review. The development of the scientific ideas of discrete time models, from the Malthus model to modern population models that take into account many factors affecting the structure and dynamics, is presented. The most important and interesting results of recurrent equation application to biological system analysis obtained by the authors are given. In the first part of this review, the population dynamic effects that result from density-dependent regulation of population, the age and sex structures, and the influence of external factors are considered.

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Dynamic modes of the Ricker model with periodic Malthusian parameter

Cited by 6 publications

References 9 publications

Dynamics of satellite population related species with cyclic dynamics

Dynamics of satellite population related species with cyclic dynamics

Dynamics of Satellite Population Related Species with Cyclical Dynamics

Mathematical Modeling of Population Dynamics Based on Recurrent Equations: Results and Prospects. Part I

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