Evolution of fixed demographic heterogeneity from a game of stable coexistence

<b>Background</b>: Demographic heterogeneity refers to the observation that - within the same population - trajectories of survival and reproduction differ substantially between individuals. These differences have been found in both natural and captive populations. Models in ecology and...

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Main Authors: Stefano Giaimo, Xiang-Yi Li, Arne Traulsen, Annette Baudisch
Format: Article
Language:English
Published: Max Planck Institute for Demographic Research 2018-01-01
Series:Demographic Research
Subjects:
Online Access:https://www.demographic-research.org/volumes/vol38/8/
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author Stefano Giaimo
Xiang-Yi Li
Arne Traulsen
Annette Baudisch
author_facet Stefano Giaimo
Xiang-Yi Li
Arne Traulsen
Annette Baudisch
author_sort Stefano Giaimo
collection DOAJ
description <b>Background</b>: Demographic heterogeneity refers to the observation that - within the same population - trajectories of survival and reproduction differ substantially between individuals. These differences have been found in both natural and captive populations. Models in ecology and evolution that incorporate demographic heterogeneity can improve both our understanding of the evolution of mortality curves and our population management abilities. Current explanations of the origin of demographic heterogeneity mostly revolve around interindividual differences that are either present at birth (fixed heterogeneity) or the result of stochasticity in life history realization (dynamic heterogeneity). Largely neglected remains the possibility that a form of fixed heterogeneity may evolve from interactions between behaviorally distinct individuals through their lifespan. <b>Objective</b>: We suggest one possible way in which heterogeneity in vital rates may evolve. Our approach assumes game theoretic interactions in the population. <b>Methods</b>: We combine population matrix models and game theory. We study a stable coexistence game between two types that are initially demographically homogeneous and analyze theeffect of mutations that influence the trajectories of survival and reproduction. <b>Results</b>: The rise and fixation of mutations can make the population demographically heterogeneous, while the game can preserve the coexistence of different types in the population. <b>Conclusions</b>: Frequency-dependent selection can help to explain the evolution of demographic heterogeneity. <b>Contribution</b>: Frequency-dependent selection can maintain already existing demographic heterogeneity in a population without overlapping generations. Here, we show that this form of selection can also be involved in the origin of a form of fixed heterogeneity.
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spelling doaj.art-2afa0b7805db43bdb8ab996bb3ce80be2022-12-21T17:44:42ZengMax Planck Institute for Demographic ResearchDemographic Research1435-98712018-01-0138810.4054/DemRes.2018.38.83631Evolution of fixed demographic heterogeneity from a game of stable coexistenceStefano Giaimo0Xiang-Yi Li1Arne Traulsen2Annette Baudisch3Max-Planck-Institut f&#xfc;r EvolutionsbiologieUniversität ZürichMax-Planck-Institut für EvolutionsbiologieMax Planck Odense Center on the Biodemography of Aging<b>Background</b>: Demographic heterogeneity refers to the observation that - within the same population - trajectories of survival and reproduction differ substantially between individuals. These differences have been found in both natural and captive populations. Models in ecology and evolution that incorporate demographic heterogeneity can improve both our understanding of the evolution of mortality curves and our population management abilities. Current explanations of the origin of demographic heterogeneity mostly revolve around interindividual differences that are either present at birth (fixed heterogeneity) or the result of stochasticity in life history realization (dynamic heterogeneity). Largely neglected remains the possibility that a form of fixed heterogeneity may evolve from interactions between behaviorally distinct individuals through their lifespan. <b>Objective</b>: We suggest one possible way in which heterogeneity in vital rates may evolve. Our approach assumes game theoretic interactions in the population. <b>Methods</b>: We combine population matrix models and game theory. We study a stable coexistence game between two types that are initially demographically homogeneous and analyze theeffect of mutations that influence the trajectories of survival and reproduction. <b>Results</b>: The rise and fixation of mutations can make the population demographically heterogeneous, while the game can preserve the coexistence of different types in the population. <b>Conclusions</b>: Frequency-dependent selection can help to explain the evolution of demographic heterogeneity. <b>Contribution</b>: Frequency-dependent selection can maintain already existing demographic heterogeneity in a population without overlapping generations. Here, we show that this form of selection can also be involved in the origin of a form of fixed heterogeneity.https://www.demographic-research.org/volumes/vol38/8/agingdemographic heterogeneityevolutiongame theorymatrix population models
spellingShingle Stefano Giaimo
Xiang-Yi Li
Arne Traulsen
Annette Baudisch
Evolution of fixed demographic heterogeneity from a game of stable coexistence
Demographic Research
aging
demographic heterogeneity
evolution
game theory
matrix population models
title Evolution of fixed demographic heterogeneity from a game of stable coexistence
title_full Evolution of fixed demographic heterogeneity from a game of stable coexistence
title_fullStr Evolution of fixed demographic heterogeneity from a game of stable coexistence
title_full_unstemmed Evolution of fixed demographic heterogeneity from a game of stable coexistence
title_short Evolution of fixed demographic heterogeneity from a game of stable coexistence
title_sort evolution of fixed demographic heterogeneity from a game of stable coexistence
topic aging
demographic heterogeneity
evolution
game theory
matrix population models
url https://www.demographic-research.org/volumes/vol38/8/
work_keys_str_mv AT stefanogiaimo evolutionoffixeddemographicheterogeneityfromagameofstablecoexistence
AT xiangyili evolutionoffixeddemographicheterogeneityfromagameofstablecoexistence
AT arnetraulsen evolutionoffixeddemographicheterogeneityfromagameofstablecoexistence
AT annettebaudisch evolutionoffixeddemographicheterogeneityfromagameofstablecoexistence