Estimating the 5-Percentile of the Species Sensitivity Distributions Without Any Assumptions about the Distribution
- Nelly Van der Hoeven
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A non-parametric method is described to estimate the hazardeous concentration for p% of the species, the HCp, and the confidence limits for this value, the HCp(α). For this method, all observed sensitivities are ordered from high to low sensitivity. The HC5 is the k-th observation were k is the largest integer below 0.05×(n+1). It is described how the HCp(α) can be calculated. A table is presented for easy calculation of several conservative confidence limits for the HC5. For the HC5(0.05), a second table is presented which can be used to interpolate between the conservative estimate of the HC5(0.05) and the next higher observed concentration. The non-parametric HC5 and HC5(0.05) estimation is illustrated with an example of sensitivity data on malathion. For this data set, the log-normal HC5 and HC5(0.05) estimations appear to be conservative compared with the non-parametric estimate. It is stressed that HC5 and HC5(0.05) estimates will often be much more affected by the non-randomness of the species set for which sensitivity data are available than by the choice of the statistical method.
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- Estimating the 5-Percentile of the Species Sensitivity Distributions Without Any Assumptions about the Distribution
Volume 10, Issue 1 , pp 25-34
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- Kluwer Academic Publishers
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- beta distribution
- hazardous concentration
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- Author Affiliations
- 1. ECOSTAT, Vondellaan 23, 2332 AA, Leiden, The Netherlands