If you think it’s very important to think about all the possible adjacent interpretations of a proposition as stated before making up your mind, it can be useful to indicate your initial agreement with the propositions as a small minimum divergence from total uncertainty (the uncertainty representing your uncertainty about whether you’ll come up with better interpretations for the thing you think you’re confident about) on just so many interpretations before you consider more ambitious numbers like 90%.
If you always do this and you wind up being wrong about some belief, then it is at least possible to think that the error you made was failing to list a sufficient number of sufficiently specific adjacent possibilities before asking yourself more seriously about what their true probabilities were. Making distinctions is a really important part of knowing the truth; don’t pin all the hopes of every A-adjacent possibility on just one proposition in the set of A-adjacent possibilities. Two A-adjacent propositions can have great or critically moderate differences in likelihood; thinking only about A can mislead you about A-synonymous things.
If you think it’s very important to think about all the possible adjacent interpretations of a proposition as stated before making up your mind, it can be useful to indicate your initial agreement with the propositions as a small minimum divergence from total uncertainty (the uncertainty representing your uncertainty about whether you’ll come up with better interpretations for the thing you think you’re confident about) on just so many interpretations before you consider more ambitious numbers like 90%.
If you always do this and you wind up being wrong about some belief, then it is at least possible to think that the error you made was failing to list a sufficient number of sufficiently specific adjacent possibilities before asking yourself more seriously about what their true probabilities were. Making distinctions is a really important part of knowing the truth; don’t pin all the hopes of every A-adjacent possibility on just one proposition in the set of A-adjacent possibilities. Two A-adjacent propositions can have great or critically moderate differences in likelihood; thinking only about A can mislead you about A-synonymous things.