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Species-area relationships II ; Slope and factor values of power function and exponential model
Polish Academy of Sciences. Institute of Ecology
Polish Academy of Sciences. Institute of Ecology. Publishing Office
Strony 21-35 : ilustracje ; 27 cm ; Bibliografia na stronach 34-35
Using model assemblages generated by a FORTRAN program the parameter values of the slope of the power function and the factor of the exponential model of species-area relationships have been studied. It appeared that the slope value is not a constant independent of area and sampling method but depends strongly on grain, sampling method, and model fit. The fraction of singletons in the sample proofed to be of major importance. A plot of slope against assemblage structure (estimated by the standard deviation of log2 ( densities) was bell shaped with the highest slope values at intermediate SD values. A comparison of this plot with SD values from theoretical relative abundance distributions showed that log-normal distributed assemblages should have slope values that are higher than previously reported in the literature. Although it was impossible to predict the slope from the relative abundance distribution, the opposite was possible. At any given slope value there are two linked relative abundance distributions. The factor of the exponential model was more independent of sampling methods but linearity connected with sampling efficacy. A high non-linear correlation between factor and Shannon diversity was detected and a general function of this relationship developed and tested. The factor of the exponential species-area relationship may serve as an estimate of regional diversity.
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Muzeum i Instytut Zoologii Polskiej Akademii Nauk
Biblioteka Muzeum i Instytutu Zoologii PAN
4 lut 2022
17 lut 2020
61
https://rcin.org.pl./publication/91177
Nazwa wydania | Data |
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Nr 1. On species-area relationships. 2, Slope and factor values of power function and exponential model / Ulrich W. | 4 lut 2022 |
Ulrich, Werner
Ulrich, Werner
Ulrich, Werner
Ulrich, Werner
Ulrich, Werner
Ulrich, Werner
Ulrich, Werner