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Fractal Analysis of Geochemical Anomalies                            113































           Fig. 4-21. Spatial distributions of background and anomalous populations of integrated As-Ni-Cu
           scores derived from the stream sediment geochemical data, Aroroy district (Philippines) based on
           thresholds defined from the (A) continuous surface of integrated As-Ni-Cu scores (Fig. 4-20A)
           and (B) discrete catchment basin surface of integrated As-Ni-Cu scores (Fig. 4-20B). L = low; H =
           high. Triangles represent locations of epithermal Au deposit occurrences, whilst thin black lines
           represent lithologic contacts (see Fig. 3-9). Roman numbers are locations referred to in the text
           discussing the effect of combining the PC3 and PC4 scores into the integrated As-Ni-Cu scores.


           deriving and analysing the integrated  As-Ni-Cu  scores  (Fig. 4-19). The anomalies  of
           PC4 scores in locality IV are  probably significant as they occur  downstream of
           epithermal Au deposit occurrences, so combining the PC3 (Cu-As) and PC4 (As-Ni)
           scores has a negative effect in this case. Combining the PC3 (Cu-As) and PC4 (As-Ni)
           scores into integrated As-Ni-Cu scores has, nevertheless, an overall positive effect in this
           case study and is therefore defensible.


           CONCLUSIONS
              In the analysis of exploration geochemical data to recognise significant anomalies, it
           can be useful to consider that geochemical landscapes have spatial variability,
           geometrical properties and scale-invariant characteristics. The concentration-area fractal
           method, developed originally by Cheng et al. (1994), takes into account such attributes
           of  geochemical landscapes.  The concentration-area method is  not, however, the only
           method for  fractal analysis of geochemical  anomalies. There are  variants of the
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