If you compared probabilities of models based on consistency with the data and their overall plausibility, I’d call that close enough to be on the outskirts of Bayesian—and with the qualifier ‘unintentional’, which indicates that you’re not going to be precisely formally correct, I’d say it fits.
If you compared probabilities of models based on consistency with the data and their overall plausibility, I’d call that close enough to be on the outskirts of Bayesian—and with the qualifier ‘unintentional’, which indicates that you’re not going to be precisely formally correct, I’d say it fits.