Advanced search
Advanced search
Advanced search
Advanced search
Advanced search
Polska Akademia Nauk. Komitet Ekologii
Pages 215-240 ; 24 cm ; Bibliographical references (pages 238-239) ; Abstract in English
The rightness of a mathematical model can be verified by estimating its assumptions or by looking how it depicts the reality. It is tempting to try, according to the second way of checking, and see whether classic models of mathematical ecology can imitate the cyclic changes of population numbers — a phenomenon well documented by spectral and autocorrelatiye analyses. It turned out that these models are helpless at the whole complex of problems connected with population cycles. This refers to models of single population with time lag as well as to models with two-species situations, the prey-predator system included. The Chitty’s hypothesis, when translated to the mathematical model language, does not lead to density oscillations. In models with many eąuilibrium points the density oscillations can appear, but the typical, i.e. observed in nature period of these oscillations remains unexplained and the same holds to other phenomena connected with the population cycles. The situation does not change even if we introduce both space and dispersion of individuals to the model. Only in the case of Charnov-Finerty’s hypothesis at certain special conditions it is possible to evoke oscillations of density, but this model, too, similarly as all previous ones, does not explain the remaining phenomena connected with the population cycles.
oai:rcin.org.pl:206972 ; 0013-2969
MiIZ PAN, call no. P.3259 ; click here to follow the link
Creative Commons Attribution BY 3.0 PL license
Copyright-protected material. [CC BY 3.0 PL] May be used within the scope specified in Creative Commons Attribution BY 3.0 PL license, full text available at: ; -
Museum and Institute of Zoology of the Polish Academy of Sciences
Library of the Museum and Institute of Zoology of the Polish Academy of Sciences
Feb 4, 2022
Aug 27, 2021
124
https://rcin.org.pl./publication/152029
Edition name | Date |
---|---|
Z. 3. Modele cyklicznych populacji / Uchmański J. | Feb 4, 2022 |
Uchmański, Janusz
Szwagrzyk, Jerzy
Diehl, Barbara
Pijanowska, Joanna Prejs, Andrzej
Bujalska, Gabriela Grüm, Leszek
Prejs, Andrzej