causaltensor 0.1.8

Package for causal inference in panels

CausalTensor

CausalTensor is a python package for doing causal inference and policy evaluation using panel data.

What is CausalTensor

CausalTensor is a suite of tools for addressing questions like "What is the impact of strategy X to outcome Y" given time-series data colleting from multiple units. Answering such questions has wide range of applications from econometrics, operations research, business analytics, polictical science, to healthcare. Please visit our complete documentation for more information.

Installing CausalTensor

CausalTensor is compatible with Python 3 or later and also depends on numpy. The simplest way to install CausalTensor and its dependencies is from PyPI with pip, Python's preferred package installer.

$ pip install causaltensor

Note that CausalTensor is an active project and routinely publishes new releases. In order to upgrade CausalTensor to the latest version, use pip as follows.

$ pip install -U causaltensor

Using CausalTensor

We have implemented the following estimators including the traditional method Difference-in-Difference and recent proposed methods such as Synthetic Difference-in-Difference, Matrix Completion with Nuclear Norm Minimization, and De-biased Convex Panel Regression.

Estimator	Reference
Difference-in-Difference (DID)	Implemented through two-way fixed effects regression.
De-biased Convex Panel Regression (DC-PR)	Vivek Farias, Andrew Li, and Tianyi Peng. "Learning treatment effects in panels with general intervention patterns." Advances in Neural Information Processing Systems 34 (2021): 14001-14013.
Synthetic Difference-in-Difference (SDID)	Dmitry Arkhangelsky, Susan Athey, David A. Hirshberg, Guido W. Imbens, and Stefan Wager. "Synthetic difference-in-differences." American Economic Review 111, no. 12 (2021): 4088-4118.
Matrix Completion with Nuclear Norm Minimization (MC-NNM)	Susan Athey, Mohsen Bayati, Nikolay Doudchenko, Guido Imbens, and Khashayar Khosravi. "Matrix completion methods for causal panel data models." Journal of the American Statistical Association 116, no. 536 (2021): 1716-1730.

Please visit our documentation for the usage instructions. Or check the following simple demo as a tutorial:

• Panel Data Example
• Panel Data with Multiple Treatments
• MC-NNM with covariates and missing data