Agreeing that one should assign some uncertainty to claims doesn’t mean one is necessarily a Bayesian. Additionally, while this may get into a definitional disagreement over what it means to be a Bayesian, agreeing not to use 0 and 1 as probabilities for real world events is not generally considered to be a fundamental of Bayesianism.
Agreeing that one should assign some uncertainty to claims doesn’t mean one is necessarily a Bayesian. Additionally, while this may get into a definitional disagreement over what it means to be a Bayesian, agreeing not to use 0 and 1 as probabilities for real world events is not generally considered to be a fundamental of Bayesianism.
I would edit your second statement to say is not generally considered to be exclusive to Bayesians. But both are correct.