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Coevolutionary stability of host-symbiont systems with mixed-mode transmission.

Authors :
Krishnan, Nandakishor
Rózsa, Lajos
Szilágyi, András
Garay, József
Source :
Journal of Theoretical Biology. Jan2024, Vol. 576, pN.PAG-N.PAG. 1p.
Publication Year :
2024

Abstract

• We model multilevel selection in the context of host-symbiont interactions. • We analyze the evolutionary stability of coexistence between an obligate symbiont and its host. • The Leslie matrix can capture the changes in the life history traits of an organism. • Invading mutants can be introduced as a new dimension in resident dynamical systems. The coevolution of hosts and symbionts based on virulence and mode of transmission is a complex and diverse biological phenomenon. We introduced a conceptual model to study the stable coexistence and coevolution of an obligate symbiont (mutualist or parasite) with mixed-mode transmission and its host. Using an age-structured Leslie model for the host, we demonstrated how the obligate symbiont could modify the host's life history traits (survival and fecundity) and the long-term growth rate of the infected lineage. When the symbiont is vertically transmitted, we found that the host and its symbiont could maximize the infected lineage's evolutionary success (multi-level selection). Our model showed that symbionts' effect on host longevity and reproduction might differ, even be opposing, and their net effect might often be counterintuitive. The evolutionary stability of the ecologically stable coexistence was analyzed in the framework of coevolutionary dynamics. Moreover, we found conditions for the ecological and evolutionary stability of the resident host-symbiont pair, which does not allow invasion by rare mutants (each mutant dies out by ecological selection). We concluded that, within the context of our simplified model conditions, a host-symbiont system with mixed-mode transmission is evolutionarily stable unconditionally only if the host can maximize the Malthusian parameters of the infected and non-infected lineages using the same strategy. Finally, we performed a game-theoretical analysis of our selection situation and compared two stability definitions. [ABSTRACT FROM AUTHOR]

Details

Language :
English
ISSN :
00225193
Volume :
576
Database :
Academic Search Index
Journal :
Journal of Theoretical Biology
Publication Type :
Academic Journal
Accession number :
173858301
Full Text :
https://doi.org/10.1016/j.jtbi.2023.111620