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Data-Driven Modeling of Mineral Prospectivity                        253

           addressing the issues of (a) objective selection of a suitable unit cell size for data-driven
           modeling mineral prospectivity, (b) selection of coherent deposit-type locations for data-
           driven modeling of mineral prospectivity and (c) cross-validation of data-driven mineral
           prospectivity models. These three issues are vital to the application of any bivariate or
           multivariate technique of GIS-based data-driven modeling of mineral prospectivity, so it
           is of foremost importance that they are given prior considerations.


           SELECTION OF SUITABLE UNIT CELL SIZE FOR MODELING
              Because known deposit-type locations are samples of a mineralised landscape under
           investigation, it is essential to consider and determine a suitable  sampling density in
           data-driven modeling of mineral prospectivity. By doing so makes data-driven modeling
           of mineral prospectivity consistent with the general principles of the statistical theory,
           sampling theory and information theory. Mineral prospectivity is one type of (spatial)
           information, which is derived systematically via (statistical) analysis of multiple sets of
           various geo-exploration data (i.e., explanatory/predictor variables) at known deposit-type
           locations and at non-deposit locations. Prospective areas, as we recall from Chapter 2,
           are not only definition-limited but also sampling-limited geo-objects.
              Sampling density in data-driven modeling of mineral prospectivity is defined by a
           unit cell size that is used for  representing  known deposit-type locations and in
           discretising spatial data of explanatory/predictor variables. A unit cell is equivalent to a
           grid cell in sampling. It is also equivalent to a pixel in GIS (see Fig. 2-5). The size of a
           unit cell is described by its length or width, if it is a rectangle, or by its diameter or
           radius, if it is a circle. The size of a unit cell defines the spatial resolution (grid or pixel
           resolution) of models of spatial data (see Chapter 2). The size of a unit cell, therefore,
           defines the spatial accuracy of the derived pieces of geo-information portrayed in maps
           or images. Fine unit cells represent high sampling density and thus good spatial accuracy
           of information, whereas coarse unit cells represent low sampling density and thus poor
           spatial accuracy of information. This comparison of unit cell sizes and, thus, sampling
           densities, in the context  of mineral  prospectivity mapping, is pertinent  only to  a
           particular areas, because the spatial distributions of mineral deposits and their spatial
           associations with geological features vary from one area to another. The size of a unit
           cell also determines the scale of a cartographic map. The finer the unit cell, the larger the
           map scale; the coarser the unit cell, the smaller the map scale. However, map scale does
           not symbolise and, thus, should not be confused with size of a study area.
              Most, if not all, studies of GIS-based data-driven modeling of mineral prospectivity
           make use of equal-sized (usually square) unit cells. The choice of a suitable unit cell size
           in GIS-based data-driven  modeling of  mineral prospectivity is based on (a) the
           knowledge that every mineral deposit is unique, even if they are classified to certain
           types of mineral deposits, and (b) the assumption that each unit cell must contain just
           one of each of the known locations of mineral deposits of the type sought. However, the
           choice of a suitable unit cell size in most studies of GIS-based data-driven modeling of
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