Stochastic Gradient Boosted Decision Trees, usable standalone, as TMVA Plugin and via Python Interface.
Paper on ArXiv: http://arxiv.org/abs/1609.06119
FastBDT: A speed-optimized and cache-friendly implementation of stochastic gradient-boosted decision trees for multivariate classification
Stochastic gradient-boosted decision trees are widely employed for multivariate classification and regression tasks. This paper presents a speed-optimized and cache-friendly implementation for multivariate classification called FastBDT. FastBDT is one order of magnitude faster during the fitting-phase and application-phase, in comparison with popular implementations in software frameworks like TMVA, scikit-learn and XGBoost. The concepts used to optimize the execution time and performance studies are discussed in detail in this paper. The key ideas include: An equal-frequency binning on the input data, which allows replacing expensive floating-point with integer operations, while at the same time increasing the quality of the classification; a cache-friendly linear access pattern to the input data, in contrast to usual implementations, which exhibit a random access pattern. FastBDT provides interfaces to C/C++, Python and TMVA. It is extensively used in the field of high energy physics by the Belle II experiment.
- cmake .
- make
- make install
- make package (optional to build rpm, deb packages)
Before you do anything you want to execute the unittests:
- ./unittest
There are multiple ways to use FastBDT. I prepared some standalone executables
- ./FastBDTMain
- or python3 tools/FastBDTMain.py
for the python3 version you probably have to set the LD_LIBRARY_PATH
But usually it should be more convinient to use FastBDT as a library and integrate FastBDT directly into your application using
- the C++ shared/static library (see example/CPPExample.cxx),
- the C shared library,
- the TMVA plugin if you're using ROOT (see root examples/TMVAExample.C ),
- or the Python3 library python/FastBDT.py (see example/PythonExample.py ).
This work is mostly based on the papers by Jerome H. Friedman