BTYD - BGBB
This model was created by Bruce Hardie of UPenn.
He has an example of how to run the model in Excel here: http://www.brucehardie.com/notes/010/
The model does a good job of predicting future behavior because it matches up well with holdout data (back testing).
This model is better than other models because - It requires a small amount of data, only RF - The model has demonstrated good validation on lots of data - It can be generalized to lots of situations - Easily implemented in Excel (1)
We will pass in a matrix of values which are derived from the underlying transaction data. Every unique combo of recency and frequency and the count of customers with those values. > The BG/BB model requires the same information as the Pareto/NBD model, but as it models discrete transaction opportunities, this information can be condensed into a recency-frequency matrix. A recency-frequency matrix contains a row for every recency/frequency combination in the given time period, and each row contains the number of customers with that recency/frequency combination. > https://rdrr.io/cran/BTYD/man/BTYD-package.html > 113.020.050.30 BTYD - Pareto NBD
References: 1. https://www.coursera.org/learn/wharton-customer-analytics/home - Week 3 slides, Fader
Graph:
- 113.020.050.10 BTYD - BGBB to 113.020.050 Statistics - BTYD models
- 113.020.050.10 BTYD - BGBB to 113.020.050.30 BTYD - Pareto NBD
- 108.30.10.20.20.10 Data Analysis - Segments - RFM to 113.020.050.10 BTYD - BGBB
- 113.020.050 Statistics - BTYD models to 113.020.050.10 BTYD - BGBB