The purpose of Sparklen package is to provide the Python community with
a complete suite of cutting-edge tools specifically tailored for
the study of exponential Hawkes processes, with a particular focus
on high-dimensional framework. It notably features:
-
A efficient cluster-based simulation method for generating events.
-
A highly versatile and flexible framework for performing inference of multivariate Hawkes process.
-
Novel approaches to address the challenge of multiclass classification within the supervised learning framework.
You can install Sparklen using pip, or from source.
The easiest way to install Sparklen is using pip:
pip install sparklenThis section describes how to install the necessary dependencies to set up the package.
Sparklen uses a C++ core code for computationally intensive
components, ensuring both efficiency and performance. The binding between C++
and Python is handled through SWIG wrapper code. Consequently, SWIG is
required to build the package.
So first, you need to install SWIG. Below are the instructions for various platforms.
If you're using Anaconda or Miniconda, install SWIG from the conda-forge channel:
conda install -c conda-forge swigOn Ubuntu or Debian-based systems, you can install SWIG using apt:
sudo apt update
sudo apt install swigOn macOS, you can install SWIG using Homebrew:
brew install swigFor Windows, follow these steps:
- Download the latest
SWIGrelease from the SWIG website - Add the
SWIGfolder to your system's PATH environment variable
If you are using Chocolatey you can also install SWIG by running:
choco install swigClone the repository to get the latest version of the source code:
git clone https://github.com/romain-e-lacoste/sparklen.git
cd sparklenIt's recommended to set up a dedicated Python environment (e.g., using venv or conda).
Once your environment is ready, install the package by running:
pip install .If you found this package useful, please consider citing it in your work:
@article{lacoste2025sparklen,
title={Sparklen: A Statistical Learning Toolkit for High-Dimensional Hawkes Processes in Python},
author={Lacoste, Romain E.},
year={2025},
eprint={2502.18979},
archivePrefix={arXiv},
primaryClass={stat.ME},
url={https://arxiv.org/abs/2502.18979},
}This work has been supported by the Chaire “Modélisation Mathématique et Biodiversité” of Veolia-École polytechnique-Museum national d’Histoire naturelle-Fondation X