Global minimizers of coexistence for competing species
Monica Conti, Veronica Felli
TL;DR
This paper investigates variational models of ecological systems with multiple competing species, analyzing conditions under which coexistence occurs in minimal energy solutions, especially with differentiated internal dynamics.
Contribution
It provides new theoretical results on coexistence in variational models, highlighting the role of internal dynamics differentiation.
Findings
Coexistence occurs in minimal energy solutions under certain conditions.
Differentiated internal dynamics promote coexistence.
Theoretical proofs establish conditions for coexistence in variational models.
Abstract
A class of variational models describing ecological systems of k species competing for the same resources is investigated. The occurrence of coexistence in minimal energy solutions is discussed and positive results are proven for suitably differentiated internal dynamics.
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