Waldo Tobler (1970)
-Statistical representation of Tobler's law
-Spatial counterpart of traditional correlation
*Degree to which similar values are located in similar locations*
Two flavors:
-
Positive: similar values
$\rightarrow$ similar location (closeby) -
Negative: similar values
$\rightarrow$ disimilar location (further apart)
Positive SA: income, poverty, vegetation, temperature...
Negative SA: supermarkets, police stations, fire stations, hospitals...
**[Global]**
Clustering: do values tend to be close to other (dis)similar values?
**[Local]**
Clusters: are there any specific parts of a map with an extraordinary concentration of (dis)similar values?
A course on Geographic Data Science by Dani Arribas-Bel is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License.