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- W2017447412 abstract "Summary Suppose that n individuals locate independently and randomly on a segment of line of finite length (habitat). Let the theoretical and observed ranges of the sites of the individuals on the segment be μ n ‐1 and r n ‐1 , respectively. Then, the degree of dispersion of the individual sites is measured by the ratio, T n = n n ‐1 /μ n ‐1 , as follows: A random spatial pattern for I r−1 =1 An aggregated spatial pattern for 0≤ I r <1 A uniform spatial pattern for ( n +1)/( n −1)≥ I r >1. Another method was derived. Let the probability that an observed range is less than r n−1 be I p , under the hypothesis of a Beta distribution. Then indicates A random spatial pattern for I p =1/2 An aggregated spatial pattern for I p <1/2 A uniform spatial pattern for I p >1/2. The first index can be used for comparing populations having the same number of individuals, whereas the second one can be used for comparing populations with different numbers of individuals." @default.
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- W2017447412 date "1978-09-01" @default.
- W2017447412 modified "2023-09-25" @default.
- W2017447412 title "A distance measure of spatial pattern in a biological population" @default.
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- W2017447412 doi "https://doi.org/10.1007/bf02512972" @default.
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