Generalized Isolation Forest

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

The Generalized Isolation Forest (GIF) constitutes a novel outlier detection algorithm, which in contrast to “classical” Isolation-based approaches directly aims at estimating the underlying probability distribution to identify non-conforming observations. The algorithm has originally been proposed by Buschjäger, Honysz and Morik within this research paper:

Buschjäger, S., Honysz, PJ. & Morik, K. Randomized outlier detection with trees. International Journal of Data Science and Analytics (2020). https://doi.org/10.1007/s41060-020-00238-w

This package provides an implementation of the GIF algorithm, which is accessible from Python and C++.

Install Python package from source

The following requirements have to be met in order to build this package from source:

  • GCC >= 5.4.0 (older versions or other compilers such as Clang or ICC may work, but have not been tested yet.)

  • CMake >= 3.5.1

  • OpenMP

Building is then conducted by following these steps:

  1. Recursively clone this repository by issueing git clone --recurse-submodules git@github.com:philippjh/genif.git

  2. Change your working directory to the root of the repository. Run pip3 install .

  3. The Python package manager will now build and install the package.

Acknowledgments

Part of the work on this paper has been supported by Deutsche Forschungsgemeinschaft (DFG) within the Collaborative Research Center SFB 876 “Providing Information by Resource-Constrained Analysis”, project A1, http://sfb876.tu-dortmund.de and by the German Competence Center for Machine Learning Rhine Ruhr (ML2R, https://www.ml2r.de, 01IS18038A), funded by the German Federal Ministry for Education and Research.