If you're only interested in the comparison of the error rates / amount of two workers, binary logistic regression could be used, but this is a little bit like cracking a nut with a sledgehammer. Other (simpler) methods as mentioned before can be helpful without the whole modelling details of BLR (binary logistic regression).
But if you have other variables with a possible impact on the number of errors BLR is a powerful method to select the vital variables and/or estimate odds ratios and so on.
Even if binary logistic regression has "regression" as a part of the name, this model is able to evaluate effects of
- numeric variables (e.g. time, temperature) and
- categorical variables / factors (e.g. shift early/late/night, material A/B) and
- interactions between the variables (e.g. time*shift) and
- quadratic effects of (e.g. time*time)
in general (and in Minitab
).
Attached you'll find a screenshot how data could be used for a BLR with categorical and numerical variables and the interaction between a categorical and numerical variable:
Probability(error in test) = effect(shift) + effect(worker) + effect(temperature) + effect(worker*temperature)
The Minitab project file is attached within a zip archive.
A comparison of 2 poisson rates can be done in Minitab using:
Stat > Basic Statistics > 2-Sample Poisson Rate