Lab 6
This last lab of the course was very challenging, we covered scale effect on vector and raster data, the MAUP (Modifiable Area Unit Problem, gerrymandering, compactness and multipart features. Lets first examine the effects of scale on vector data. We found that when using smaller scales (higher resolution) the more generalized the features are. Therefore, smaller scales (generalized features) are good for faster rendering of data but for a more accurate analysis finer details are needed. With rasters, increasing cell size (resolution), the average slope is underestimated and decreases.
In the last part of our lab we examined gerrymandering, specifically in congressional districts in the US. Gerrymandering is "drawing a district shape with intentional bias (benefiting one party over another)" (Morgan and Evans, 2018). There is more than one method to measure gerrymandering. In this lab we used the Polsby-Popper test for compactness. It evaluates the compactness of the shape, in this case a congressional district, mathematically and give it a score. A score of 0 indicates a lack of compactness and a score of 1 indicates maximum compactness. This is the Polsby-Popper formula:
D is the district, P(D) is the perimeter of the district, and A(D) is the area of the district.
In this lab we examined congressional districts only in the continental United States and see which areas (districts) were the worst offenders of gerrymandering. Below is a screenshot for the worst offender, District 12:
References:
Morgan, J.D. and Evans, J. (2018). Aggregation of Spatial Entities and Legislative RedistrictingLinks to an external site.. The Geographic Information Science & Technology Body of Knowledge (3rd Quarter 2018 Edition), John P. Wilson (Ed.). DOI:10.22224/gistbok/2018.3.6