i am fairly new to Moran's I and am currently trying to find out if it's even applicable to my data.
I have a collection of binary rasters showing the spread of Bark Beetles between 2018 and 2024. All pixels with value = 1 show infested/disturbed tree whereas the 0s show healthy trees.
I used global Moran's I to test out if my infestation areas are clustered and get I values are 0.8 with p <0.001, which i assumed indicate a high concentration of spatial clustering.
I have calculated LISA clusters for each year, which look like this:
My objective is to find out if it is possible to extract a statistical pattern throughout my time series, i.e., that infestations in year t cluster around those infestations in year t-1. I tried bivariate Moran from the ESDA python library and my results looks like this:
2025-08-07 → 2025-08-07 : I = 0.109, p = 0.001, z = 201.11
2025-08-07 → 2025-08-07 : I = 0.032, p = 0.001, z = 57.69
2025-08-07 → 2025-08-07 : I = 0.145, p = 0.001, z = 255.65
2025-08-07 → 2025-08-07 : I = 0.091, p = 0.001, z = 168.29
2025-08-07 → 2025-08-07 : I = 0.119, p = 0.001, z = 221.69
2025-08-07 → 2025-08-07 : I = 0.083, p = 0.001, z = 160.46
Is Moran's I a good approach for my problem or is there a better-suited option?
The results don't seem to bad, however the z values seem to be very large...