This work generalizes Matsumoto et al.’s dynamic model of population and renewable resources by substituting a distributed delay for the time delay. It is proved that the equilibrium point may lose or gain local stability, allowing for the observation of alternating stability/instability areas if some conditions hold.
Qualitative analysis of a model of renewable resources and population with distributed delays / Ciano, Tiziana; Ferrara, Massimiliano; Guerrini, Luca. - In: MATHEMATICS. - ISSN 2227-7390. - 10:8(2022). [10.3390/math10081247]
Qualitative analysis of a model of renewable resources and population with distributed delays
Luca Guerrini
2022-01-01
Abstract
This work generalizes Matsumoto et al.’s dynamic model of population and renewable resources by substituting a distributed delay for the time delay. It is proved that the equilibrium point may lose or gain local stability, allowing for the observation of alternating stability/instability areas if some conditions hold.File in questo prodotto:
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