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Fig. 9. Scaling of population growth rates in the BBS data set. (A) Distribution of population growth rates s{equiv}log[N(t+1)/N(t)] across all species in the data set. The growth rate s is calculated by log transforming the ratio of species abundances in successive years. Abundances are taken as the total number of individuals of a particular species counted within each survey route. (After Keitt and Stanley, 1998.) (B) Probability density p(s|N) of the growth rate s for all bird species in the BBS database for different initial population size classes. The distribution represents all annual growth rates observed in the 31 year period 1966-1996. Data are shown for three different bins of initial sizes (circles, 100<N(t)<101; squares, 101<N(t)<102.4; diamonds, 102.4<N(t)<,103.8). The solid lines are exponential fits to the empirical data close to the peak. (C) Scaled probability density pscal{equiv}{sigma}p(s|N) as a function of the scaled growth rate s scal{equiv}[s-<s>]/{sigma} for all species and years in the survey. The values were re-scaled using the measured values of <s> and {sigma}. Notice that all the data collapse upon the universal curve pscal {equiv}(-|r scal|). (After Keitt et al., 2002.)





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