This is a python version of the BumpHunter algorithm, see arXiv:1101.0390, G. Choudalakis, designed to find localized excess (or deficit) of events in a 1D or 2D distribution.
The main BumpHunter function will scan a data distribution using variable-width window sizes and calculate the p-value of data with respect to a given background distribution in each window. The minimum p-value obtained from all windows is the local p-value. To cope with the "look-elsewhere effect" a global p-value is calculated by performing background-only pseudo-experiments.
The BumpHunter algorithm can also perform signal injection tests where more and more signal is injected in toy data until a given signal significance (global) is reached (signal injection not available in 2D yet).
Requires python >= 3.6 py
BumpHunter depends on the following python libraries :
The examples provided in example.py and test.ipynb require the uproot package in order to read the data from a ROOT software file.
The data provided in the example consists of three histograms: a steeply falling 'background' distribution in a [0,20] x-axis range, a 'signal' gaussian shape centered on a value of 5.5, and a 'data' distribution sampled from background and signal distributions, with a signal fraction of 0.15%. The data file is produced by running gen_data.C in ROOT.
In order to run the example script, simply type python3 example.py
in a terminal.
You can also open the example notebook with jupyter or binder.
See the wiki for a detailed overview of all the features offered by pyBumpHunter.
Louis Vaslin (main developper), Julien Donini
Thanks to Samuel Calvet for his help in cross-checking and validating pyBumpHunter against the (internal) C++ version of BumpHunter developped by the ATLAS collaboration.