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286                                                             Chapter 8

             is also applied to logically integrate the data-driven estimates EBFs of the spatial
             evidence maps of epithermal Au prospectivity in the case study area.

             Case study application of data-driven EBFs
                The objectives of the case study are to illustrate the utility, in mineral prospectivity
             mapping, of (a) coherent deposit-type locations and (b)  coherent proxy deposit-type
             locations. The spatial evidential data sets used in the  case study are given in the
             introduction section of this  chapter. The strategies applied for cross-validation of the
             predictive models, portrayed as integrated values of Bel, of epithermal Au prospectivity
             in the case study area are given the preceding section.
                Calibration experiments were performed not only in deriving data-driven estimates of
             EBFs for classes of catchment basin analysis anomaly values (Fig. 8-11) and classes of
             proximity to NNW-trending faults/fractures (Fig. 8-13) but also in deriving data-driven
             estimates of  EBFs for classes of  proximity to NW-trending faults/fractures and
             proximity to intersections of NNW- and NW-trending faults/fractures. These calibration
             experiments resulted in common properly calibrated classes of each  of the data sets
             (Table 8-IV) with respect to the training sets of 13 known and 11 coherent (out of the 13
             known) locations of epithermal Au deposits and 86 randomly-selected and 86 coherent
             proxy locations of epithermal Au deposits (Fig. 8-8). The data classes in Table 8-IV are
             considered properly calibrated because the plots of the  data-driven estimates of  Bel
             versus the upper limits of the properly calibrated classes with respect to the different
             training sets are not noisy (Fig. 8-15) and facilitate recognition of threshold data values
             that are associated spatially with the training sets of deposit and proxy deposit locations.
             The graphs in Fig. 8-15 indicate that the training deposit and proxy deposit locations are
             mostly within 0.3  km of NNW-trending faults/fractures  and within 1.5  km of NW-
             trending faults/fractures and intersections of NNW- and NW-trending  faults/fractures
             and that the training deposit and proxy deposit locations coincide mostly with integrated
             PC2  and PC3  multi-element  scores greater than 0.3. These results  are  generally
             consistent with the results of analyses of spatial associations between the same spatial
             data sets and the locations of epithermal Au deposits in the study area (see Chapter 6,
             Table 6-IX).
                The graphs in Fig. 8-15 show that, for the range of data values that are associated
             spatially with the deposit and proxy deposit locations, the applications of the training
             sets of coherent deposit and proxy deposit locations result in higher values of Bel than
             the applications of the training sets of all deposit locations and randomly-selected proxy
             deposit locations. Conversely, the graphs in Fig. 8-15 show that, for the range of data
             values that lack spatial association with the  deposit and  proxy  deposit locations, the
             applications  of the training sets of all deposit locations  and randomly-selected proxy
             deposit locations result in higher values of Bel than the application of the training sets of
             coherent deposit and proxy deposit locations. These results imply that, compared to the
             applications of all deposit locations and randomly-selected proxy deposit locations, the
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