Page 175 - Geochemical Anomaly and Mineral Prospectivity Mapping in GIS
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176                                                             Chapter 6

             5.  For each point P jx (i.e., points of interest), determine d jx from an AP. Likewise, for
                each point P jy (i.e., points at regular intervals along ⊥L i), determine d jy from an AP.
                These can be achieved via an overlay operation between point map P jx (or P jy) and a
                map of distances from an AP.
             6.  Calculate  r d  jx d  jy  for every pair of d jx and d jy. Create plots of  r d  jx d  jy   versus Y j.
             7.  To test if values of  r d  jx d  jy   are significantly different from zero, a t-value can be
                calculated as (Davis, 2002):

                  r d  d  n− 2
                t=  jx  jy    ,                                                 (6-4)
                   1− (r d  jx d  jy  ) 2

                which has n-2 degrees of freedom, where n is equal to the number of P jx and thus
                equal to the number of P jy. A calculated t-value is then compared with a critical t-
                value at a certain significance level from published statistical tables.
             8.  Repeat steps 5-8 each time for a different AP.
             9.  Calculate the mean proximal- r d  jx d  jy   and the mean distal- r d  jx d  jy  . This procedure
                aims to determine whether the spatial association between P jx and L i is positive (i.e.,
                mean proximal- r d  jx d  jy   > mean distal- r d  jx d  jy  ) or negative  (i.e.,  mean proximal-
                r d  jx d  jy   < mean distal- r d  jx d  jy  ).

             The application of the distance correlation method to quantify the spatial associations of
             the 13 epithermal Au deposit occurrences with the different sets of linear and point
             structural features in the case study area yielded satisfactory results (discussed below)
             from all of the nine APs (Tables 6-III to 6-VI and Fig. 6-14).
                Table 6-III and Fig. 6-14A indicate that there is positive spatial association between
             the epithermal Au deposit occurrences and NNW-trending faults/fractures in the study
             area and the  positive spatial association is  optimal within 0.2 km of  NNW-trending
             faults/fractures. Inspection  of the individual distances  between the epithermal Au
             deposits and NNW-trending faults/fractures shows that eight (or 62%) and nine (or 69%)
             of the  13 epithermal Au deposits are  within  0.1 km and  0.2 km of NNW-trending
             faults/fractures, respectively. These results are similar to the results  of the  distance
             distribution analysis (see Figs. 6-9A and 6-9B).
                Table 6-IV and Fig. 6-14B indicate that there is positive spatial association between
             the epithermal Au deposit occurrences and NW-trending faults/fractures in the study
             area and the  positive spatial association is  optimal within  0.8 km of NW-trending
             faults/fractures. Inspection  of the individual distances  between the epithermal Au
             deposits and NW-trending faults/fractures shows that seven (or 54%) and nine (or 69%)
             of the  13 epithermal Au deposits are  within  0.6  km and 0.8 km of NW-trending
             faults/fractures, respectively. These results are similar to the results  of the  distance
             distribution analysis (see Figs. 6-9C and 6-9D).
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