Population cycles emerging through multiple interaction types
Cyclic dynamics of populations are outstanding and widespread phenomena across many taxa. Previous theoretical studies have mainly focused on the consumer–resource interaction as the driving force for such cycling. However, natural ecosystems comprise diverse types of species interactions, but their...
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The Royal Society
2017-01-01
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Online Access: | https://royalsocietypublishing.org/doi/pdf/10.1098/rsos.170536 |
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doaj-4e1d9e90197d4363b5d18187408d93732020-11-25T04:10:32ZengThe Royal SocietyRoyal Society Open Science2054-57032017-01-014910.1098/rsos.170536170536Population cycles emerging through multiple interaction typesNaoya MitaniAkihiko MougiCyclic dynamics of populations are outstanding and widespread phenomena across many taxa. Previous theoretical studies have mainly focused on the consumer–resource interaction as the driving force for such cycling. However, natural ecosystems comprise diverse types of species interactions, but their roles in population dynamics remains unclear. Here, using a four-species hybrid module with antagonistic, mutualistic and competitive interactions, we analytically showed that the system with major interaction types can drive population cycles. Stronger interactions easily cause cycling, and even when sub-modules with possible combinations of two interactions are stabilized by weak interactions, the system with all interaction types can cause unstable population oscillations. Diversity of interaction types allows to add mutualists to the list of drivers of oscillations in a focal species' population size, when they act in conjunction to other drivers.https://royalsocietypublishing.org/doi/pdf/10.1098/rsos.170536cyclingpredator–preymutualismcompetitionstabilitymathematical model |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Naoya Mitani Akihiko Mougi |
spellingShingle |
Naoya Mitani Akihiko Mougi Population cycles emerging through multiple interaction types Royal Society Open Science cycling predator–prey mutualism competition stability mathematical model |
author_facet |
Naoya Mitani Akihiko Mougi |
author_sort |
Naoya Mitani |
title |
Population cycles emerging through multiple interaction types |
title_short |
Population cycles emerging through multiple interaction types |
title_full |
Population cycles emerging through multiple interaction types |
title_fullStr |
Population cycles emerging through multiple interaction types |
title_full_unstemmed |
Population cycles emerging through multiple interaction types |
title_sort |
population cycles emerging through multiple interaction types |
publisher |
The Royal Society |
series |
Royal Society Open Science |
issn |
2054-5703 |
publishDate |
2017-01-01 |
description |
Cyclic dynamics of populations are outstanding and widespread phenomena across many taxa. Previous theoretical studies have mainly focused on the consumer–resource interaction as the driving force for such cycling. However, natural ecosystems comprise diverse types of species interactions, but their roles in population dynamics remains unclear. Here, using a four-species hybrid module with antagonistic, mutualistic and competitive interactions, we analytically showed that the system with major interaction types can drive population cycles. Stronger interactions easily cause cycling, and even when sub-modules with possible combinations of two interactions are stabilized by weak interactions, the system with all interaction types can cause unstable population oscillations. Diversity of interaction types allows to add mutualists to the list of drivers of oscillations in a focal species' population size, when they act in conjunction to other drivers. |
topic |
cycling predator–prey mutualism competition stability mathematical model |
url |
https://royalsocietypublishing.org/doi/pdf/10.1098/rsos.170536 |
work_keys_str_mv |
AT naoyamitani populationcyclesemergingthroughmultipleinteractiontypes AT akihikomougi populationcyclesemergingthroughmultipleinteractiontypes |
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1724420273635065856 |