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New Use of FishBase Data: Estimating the intrinsic rate (rmax) of population increase
Rainer Froese GEOMAR 14th FishBase Symposium Amphitheatre Rouelle, MNHN 9 September 2016, Paris, France
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Question If you were granted the wish to know one number for every species on Earth, what number would you pick?
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Answer For every population, there is one number that summarizes maximum size, longevity, maturity, mortality, somatic growth, and reproductive success: rmax The maximum intrinsic rate of population increase
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Thomas Robert Malthus (1766 – 1834, English Economist)
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World Population Growth
"The power of population is indefinitely greater than the power in the earth to produce subsistence for man"
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Pierre François Verhulst (1804 – 1849, Belgian Mathematician)
(1844)
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Logistic Curve Properties
BioDivPopGrowthMSY.xls
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Importance to Conservation
How fast populations can recover from a depleted state is determined by rmax Doubling time = log(2) / rmax ̴ 0.7 / rmax rmax = 0.7 → 1 year rmax = 0.07 → 10 years
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Milner Baily Schaefer (1912 – 1970, US Fisheries Scientist)
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The Schaefer Model BioDivPopGrowthMSY.xls
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Life History Correlates of rmax
rmax = 2 Fmsy (Schaefer 1954) rmax ̴ 2 M because M ̴ Fmsy (Gulland 1971) rmax ̴ 3 k because k ̴ 2/3 M (Jensen 1996) rmax ̴ 9/tmax because tmax ̴ 3/k (Taylor 1958) rmax ̴ 3.3/tgen because tgen ̴ 1/k (Roff 1984) rmax = f(Fecundity < 1000) (Musick 1999) These relations were used to predict rmax in FishBase for currently close to 1000 species:
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Resilience
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rmax vs Size
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Differences by Class
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Climate
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Freshwater vs Marine
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Environment
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Migratory Behavior
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Phylogenetic Uniqueness
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Next Steps Include published estimates of rmax in FishBase
Use a Bayesian hierarchical approach to estimate rmax for all species [ Beware what you wish for…]
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Thank You
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