2016
DOI: 10.1007/s12080-016-0314-z
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Evolutionary stability of coexistence due to the storage effect in a two-season model

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Cited by 42 publications
(57 citation statements)
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“…Stochastic variation is common, can support coexistence (Scranton & Vasseur ), and can enhance extinction risks in auto‐correlated environments. Another consideration is our use of the SSD approximation, which assumes that environmental change is slow relative to growth, death, and competitive exclusion rates (Klausmeier ; Klausmeier & Litchman ; Kremer & Klausmeier ; Miller & Klausmeier ). This is a reasonable assertion for many systems (especially microbes and insects), although not universally true.…”
Section: Discussionmentioning
confidence: 99%
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“…Stochastic variation is common, can support coexistence (Scranton & Vasseur ), and can enhance extinction risks in auto‐correlated environments. Another consideration is our use of the SSD approximation, which assumes that environmental change is slow relative to growth, death, and competitive exclusion rates (Klausmeier ; Klausmeier & Litchman ; Kremer & Klausmeier ; Miller & Klausmeier ). This is a reasonable assertion for many systems (especially microbes and insects), although not universally true.…”
Section: Discussionmentioning
confidence: 99%
“…; Kisdi & Geritz ; Litchman et al . ; Kremer & Klausmeier ; Miller & Klausmeier ; but Geritz et al . and Jansen & Mulder reach six to eight species).…”
Section: The Modelmentioning
confidence: 99%
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“…Real‐world examples include annual plants having different germination rates that depend on precipitation (Angert et al. , Holt and Chesson ), phytoplankton with different growth rates depending on temperature (Eppley ), and seedling recruitment depending in part on temperature (Grubb ), each of which have been shown to produce storage effects (Chesson , Miller and Klausmeier ). Appendix presents a simple example for a model of coexistence via the storage effect.…”
Section: Interpreting the Terms Of The Partitioned Growth Ratementioning
confidence: 99%
“…Imagine that Cj is determined by the availability of resources, and Ej represents an organism's ability to take up resources. In this case, cov(scriptEj,scriptCj) will usually be negative for residents, because there will be resource shortages when they are most able to capture resources (Miller and Klausmeier ). For example, if many plants germinate, free space and water will be scarce; if plankton grow rapidly, they will likely consume the available nitrogen, or block the light.…”
Section: Interpreting the Terms Of The Partitioned Growth Ratementioning
confidence: 99%