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Exploratory Analysis of Geochemical Anomalies                         73

























           Fig. 3-16. Anomalies in the log e -transformed As data set, Aroroy district (Philippines) based on
           threshold defined as (A) mean+2SDEV and (B) median+2MAD. There are  no As anomalies
           according to the boxplot  UW  (see Fig. 3-11F).  Triangles represent locations of epithermal Au
           deposit occurrences. Light-grey lines represent lithologic contacts (see Fig. 3-9).

           III). For the other elements under study, the threshold values based on the boxplot UW
           mostly indicate absence of  anomalies (Fig. 3-11), whereas  threshold values based on
           either the mean+2SDEV or the median+2MAD mostly indicate presence of anomalies.
           However, the threshold defined by the mean+2SDEV of log e-transformed Co values is
           greater than the maximum value in that data set (Table 3-III), suggesting that threshold
           values based on the mean+2SDEV can be misleading. In the study area, there are likely
           no anomalies  of  Ni and Co but there are likely weak  anomalies of  Cu, Zn and  Mn
           associated with the epithermal Au deposit occurrences.  So, with respect to Ni and Co
           anomalies, which one expects to be absent, the boxplot UW performs best, followed by
           the mean+2SDEV and then by the median+2MAD. Finally, with respect to Cu, Zn and
           Mn anomalies, which one expects to  be present but perhaps  weak, the  mean+2SDEV
           apparently performs best, while the median+2MAD and the boxplot UW, respectively,
           over-estimate and under-estimate the anomalies.
              The results from each of the whole log e-transformed uni-element data sets suggest
           that each of the three methods performs differently depending on the actual anomalies
           that are likely to be present (or absent) in an area. Reimann et al. (2005) pointed out that
           the boxplot UW threshold performs adequately in cases where there are ‘actually’ less
           than 10% outliers, whereas the median+2MAD performs adequately in cases where there
           are ‘actually’ at least 15%  outliers. Although the median+2MAD  of the whole log e-
           transformed As data set performed best among the three methods, in Fig. 3-16B there are
           only 11 (or  8.1%) anomalous samples out of the total 135 suggesting that such an
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