When the k-âspa al entropy is fast and faster using a zoning system
When the k-âspa al entropy is fast and faster using a zoning system. Didier G. Leibovici & Konstan nos Daras. University of No ngham, UK. University of Leeds ...
GG FT GD GJ FG GE FR FN FZ FE FM FC GF FF FB FL GA FH GB GK FD FQ FK FU GC FS FW
30
100 x self-k-spatial Zoning Entropy OA / Z=opt
FP
0.76
0.6
FJ
0.74
FX
FA
0.72
GH FY
88
maxA Hk(Z)
90
0.82
0.8
45
92
soc kEnt 3000 OA/ZmaxAminW
33 32 30 28 26 24 22 20 18 16 14 12 10 8 6 4 2 1
summary • k-‐spa4al entropy versus self k-‐spa4al entropy -‐faster algorithm, point data , areal data • probabilis4c framework useful (decomposi4on theorem) -‐mapping the within entropies with a Zoning system -‐but Zoning underes4mate the co-‐occurrence counts (MAUP) • Zoning op4misa4on… -‐minAmaxW or maxAminW? -‐compactness -‐more than one variable? 2013 16
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