2021
DOI: 10.1101/2021.06.22.449376
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Quantifying invasibility

Abstract: Invasibility, the chance of a population to grow from rarity and to establish a large-abundance colony, plays a fundamental role in population genetics, ecology, and evolution. For many decades, the mean growth rate when rare has been employed as an invasion criterion. Recent analyses have shown that this criterion fails as a quantitative metric for invasibility, with its magnitude sometimes even increasing while the invasibility decreases. Here we employ a new large-deviations (Wentzel-Kramers-Brillouin, WKB)… Show more

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Cited by 3 publications
(2 citation statements)
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“…In brief, one would introduce an invader species to the resident community at low abundance (relative to the abundance of the resident species) and assess whether species composition changes. Recently developed computational tools can also facilitate the inference (Deng et al, 2021;Pande et al, 2021). If we are only interested in bottom-up assembly, then many edges do not need to be mapped to construct the corresponding F I G U R E 5 Explaining the predictability of community assembly using topological features.…”
Section: F Rom T H Eory To T E Sta Ble H Y Pot H E Se Smentioning
confidence: 99%
“…In brief, one would introduce an invader species to the resident community at low abundance (relative to the abundance of the resident species) and assess whether species composition changes. Recently developed computational tools can also facilitate the inference (Deng et al, 2021;Pande et al, 2021). If we are only interested in bottom-up assembly, then many edges do not need to be mapped to construct the corresponding F I G U R E 5 Explaining the predictability of community assembly using topological features.…”
Section: F Rom T H Eory To T E Sta Ble H Y Pot H E Se Smentioning
confidence: 99%
“…In reality N and so x reach zero eventually, implying global extinction of that species. We therefore approximate the dynamics of x by simple Brownian motion with an absorbing boundary at x = 0 [14].…”
Section: Extinction Risk and Regularisation Of Geometric Mean Abundan...mentioning
confidence: 99%