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72                                                              Chapter 3

             TABLE 3-III

             Threshold values defined as mean+2SDEV, median+2MAD and boxplot  UW  of raw and log e -
             transformed uni-element data set for n=135 samples (except As*, for which n=95), Aroroy district
             (Philippines).

                 Mean+2SDEV             Median+2MAD           Boxplot UW
                 Raw        Antilog e   Raw        Antilog e   Raw       Antilog e
             Cu    139.72     184.93        96       120.30       136        200
             Zn    121.76     139.77        88       108.85       113        187
             Ni     26.31      34.81        22       26.58         30         42
             Co     32.06      43.73        26       28.50         36         42
             Mn   1461.93    1719.86      1120      1380.22      1630       1800
             As     25.86      27.66         4       14.73        9.0        82.0
             As*    30.89      29.96         7       11.94       11.0        48.9
             *Excluding samples with censored values.


             different threshold values (boxplot  UW, median+2MAD, mean+2SDEV) in the log e-
             transformed uni-element data sets, which have more symmetrical distributions than the
             respective raw data sets.

             Analysis of uni-element threshold values and anomalies
                Table 3-III shows the threshold values defined as the mean+2SDEV, median+2MAD
             and boxplot UW in each of the raw and log e-transformed uni-element data sets. For the
             raw uni-element data sets, the threshold values defined by the median+2MAD are always
             the lowest, followed by those defined by either the boxplot UW or the mean+2SDEV,
             depending on the uni-element data set. For the log e-transformed data sets, the threshold
             values defined by the median+2MAD are also always the lowest, followed mostly by
             those defined by the mean+2SDEV and the threshold values defined by the boxplot UW
             are mostly highest, depending on the uni-element data set. These findings about the
             ranking of threshold values defined by each of the three methods and per type of data
             (raw or log e-transformed) are consistent with the findings of Reimann et al. (2005).
                Because the log e-transformed data approach symmetrical distributions  (Fig. 3-12),
             the threshold values determined from such data should be used in mapping of anomalies.
             The information in Table 3-III already indicates that the median+2MAD threshold values
             result  in  the highest number of  anomalies, followed  by the mean+2SDEV threshold
             values and then by the boxplot UW threshold values. So, for our pathfinder element for
             epithermal Au deposits – As – there are no anomalies based on the boxplot UW (Table 3-
             III, Fig. 3-11F), whereas anomalies based on the mean+2SDEV and the median+2MAD
             have, respectively, poor and good spatial associations with the known epithermal Au
             deposit occurrences in the case study area (Fig. 3-16). So, with respect to As anomalies,
             which one expects to be present and strong because of the epithermal Au deposits, the
             median+2MAD performs best, followed by the mean+2SDEV and then by the boxplot
             UW. The same is true even if the censored values in the As data are discarded (Table 3-
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