In this notebook we explore regression discontinuity design using generalized linear models (GLMs) and kernel weighting from a bayesian perspective. The motivation comes from applications when:
- The data does not fit the usual linear regression OLS normal likelihood (e.g. modeling count data).
- The data size is limited.
In addition, we experiment with kernel weighting to weight the data points near the cutoff more heavily. This is a common technique in RD analysis, but it is not always clear how to do this with GLMs in the bayesian framework. We show how to do this with the PyMC.

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