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For those interested in the variety of uses for hexagonal / hierarchical indexing, Dr. Kevin Sahr at Southern Oregon University has produced an open specificati
by dvanduzer 9y ago
For those interested in the variety of uses for hexagonal / hierarchical indexing, Dr. Kevin Sahr at Southern Oregon University has produced an open specification and a number of ancillary research around the topic: http://www.discreteglobalgrids.org/information/ http://www.discreteglobalgrids.org/information/
There are several options for partitioning your grid, and the geometric consequences on your index. This overview in particular should be accessible even without a deep GIS background: http://webpages.sou.edu/~sahrk/sqspc/pubs/xuzhouKeynote13.pdf http://webpages.sou.edu/~sahrk/sqspc/pubs/xuzhouKeynote13.pd...
- elihu 9y agoThat's interesting. It looks like the ideas are similar to a Haskell library I wrote awhile back to tile a sphere with hexagons (and a few pentagons): https://wiki.haskell.org/IcoGrid https://wiki.haskell.org/IcoGrid My tiling had a fixed resolution that you specify up-front; I didn't really consider how to make my grid hierarchical.