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geopro:raian:bibliografia:neighborhoods [2010/03/08 14:56] raiangeopro:raian:bibliografia:neighborhoods [2011/08/29 22:19] (atual) raian
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         - From all possible distance functions, six different general shapes can be deduced, identifying how an externality effect can change over distance. These functions are shown bellow.          - From all possible distance functions, six different general shapes can be deduced, identifying how an externality effect can change over distance. These functions are shown bellow. 
         - It is not necessary to know the value at every distance to determine the shape of a neighborhood rule. For each effect, a maximum of five distance points is needed closely match the valid effect.          - It is not necessary to know the value at every distance to determine the shape of a neighborhood rule. For each effect, a maximum of five distance points is needed closely match the valid effect. 
-        * {{:geopro:raian:bibliografia:distance_functions.png?500}} +            * {{:geopro:raian:bibliografia:distance_functions.png?500}} 
-      * The authors made interviews with experts in different areas of study of urban relations to reach neighborhood rules. These rules are more complex than general linear distance functions, and consequently more realistic. +      * The authors made interviews with experts in different areas of study of urban relations to reach neighborhood rules and distance functions. These rules are more complex than general linear distance functions, and consequently more realistic.  
 +      * The composition and pattens described by spatial metrics can be of great importance in economic geography. Spatial metrics are more capable of quantifying different dimensions of the urban morphological structure and "spatial signatures" of land-uses than the more fragmented pattern measures used before. Structure refers to the distribution of land-uses in relation to their size, shapes, numbers, kinds and configurations of the urban system.  
 +      * The so-called "enrichment factor", is a useful empirical method for analysing interaction between neighboring land-uses or neighborhood characteristics. It measures over- or under-representation of different land-use types in a specific neighborhood of a location by comparing the occurrence of a land-use type in that neighborhood of the location relative to the occurrence of this land-use type in the study area as a whole. It can be used to test and validate any hypothesis concerning neighborhood interactions. 
 +      * When calculated for different regions through time, the enrichment factor can also give insights into the temporal dynamics of the neighborhood interactions and structures and regional differences herein. It was calculated for the time series of land-use patterns of the four urban regions studied. The outcomes of these analyses contributed to the new sets of neighborhood rules for each of the regions.  
 +      * It was applied in a series of CA applications, which was run for two historic periods (1986-1993 and 1993-2000) for calibration and validation, and than to on prospective analyses (2000-2014). Fuzzy Kappa statistics and a Random Constraints Match was used to test the explanatory power.
              
  
geopro/raian/bibliografia/neighborhoods.1268060186.txt.gz · Última modificação: 2010/03/08 14:56 por raian