Installable sparsesurv package via pip or source. Modify as needed.
Project description
sparsesurv
sparsesurv
[1] is a toolbox for high-dimensional survival analysis. Currently, the package is focused exclusively on knowledge distillation for sparse survival analysis, sometimes also called preconditoning [2, 3]. In the future, we plan to also extend sparsesurv
to other techniques useful for (high-dimensional) survival analysis that are not commonly available in Python.
Installation
The easiest way to install sparsesurv
is currently via PyPi:
pip install sparsesurv
If you want to install directly from Github, you can also install by cloning the repo, or directly piping the repo to pip:
git clone https://github.com/BoevaLab/sparsesurv/
cd sparsesurv
pip install .
pip install git+https://github.com/BoevaLab/sparsesurv.git
If there is sufficient interest, we may also provide a conda package in the future.
Bug reports and feature requests
If you have a bug report to make or a feature request for something you would like included in sparsesurv
in the future, please open a Github issue.
General questions
If you have general questions, meaning you are unsure about the usage of sparsesurv
, or have other questions about the package that do not seem like a bug or feature request, please use Github discussions.
Documentation and user guides
Documentation and user guides are available on Github pages.
Contributing
We always welcome new contributors to sparsesurv
. If you're interested in contributing, get in touch with us (see Contact) or have a look at the open issues.
Contact
Citation
If you use any or part of this package, please cite our work. [TODO - add bibtext]
References
[1] David Wissel, Nikita Janakarajan, Daniel Rowson, Julius Schulte, Xintian Yuan, Valentina Boeva. "sparsesurv: Sparse survival models via knowledge distillation." (2023, under review).
[2] Paul, Debashis, et al. "“Preconditioning” for feature selection and regression in high-dimensional problems." (2008): 1595-1618.
[3] Pavone, Federico, et al. "Using reference models in variable selection." Computational Statistics 38.1 (2023): 349-371.
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