Name		Name	Last commit message	Last commit date
parent directory ..
Case Study Chicago South Side		Case Study Chicago South Side
Chicago		Chicago
Networks		Networks
Patrol Plans		Patrol Plans
Scripts		Scripts
Example Data Sets.ipynb		Example Data Sets.ipynb
Knox statistic.ipynb		Knox statistic.ipynb
Monte Carlo Integration.ipynb		Monte Carlo Integration.ipynb
Naive.ipynb		Naive.ipynb
Prospective HotSpot.ipynb		Prospective HotSpot.ipynb
Retrospective hotspotting.ipynb		Retrospective hotspotting.ipynb
Self-exciting point processes 1.ipynb		Self-exciting point processes 1.ipynb
Self-exciting point processes 2.ipynb		Self-exciting point processes 2.ipynb
Space-Time Scan Statistic.ipynb		Space-Time Scan Statistic.ipynb
Time of day considerations.ipynb		Time of day considerations.ipynb
Time-Space KDE.ipynb		Time-Space KDE.ipynb
readme.md		readme.md

readme.md

Examples

IPython notebooks showing examples of the algorithms.

Example data sets quickly explores packages which provide data from Chicago, UK police forces (spatial only) and some synthetic data.
Chicago explores the chicago dataset in more detail. This dataset is seemingly widely used in the literature, but the way events are geocoded seems to have changed, and so directly reproducing old research is hard. We explore this problem.

Time of day considerations a currently rather short meditation on the (lack of) consideration of "time of day" effects in the literature.

Naive two very "naive" algorithms which set the scene for what a baseline prediction looks like.
Retrospective hotspotting a classical algorithm which looks merely at the spatial location of recent events to estimate a risk.
Prospetive hotspotting the Bowers, Johnson & Pease algorithm which weights more recent events.
Time/Space KDE a more general algorithm which generalises all of the above.
Self-exciting points processes 1 the Mohler et al. algorithm which uses an "epidemic type aftershock model" together with variable bandwidth kernel density estimation. Produces a continuous risk intensity estimation.
Self-exciting points processes 2 algorithm from a subsequent Mohler et al. paper (which concerns itself with two field trials). This is a grid-based, parametric epidemic type aftershock model.
Space-Time Scan Statistic algorithm, replicating closely the SatScan software.

See the sub-directory networks for a network algorithm and example case study.