While you can be definitively wrong, you cannot be definitely right.
Not true. Trivially, if A is definitively wrong, then ~A is definitively right. Popperian falsification is trumped by Bayes’ Theorem.
Note: This means that you cannot be definitively wrong, not that you can be definitively right.
Not true. Trivially, if A is definitively wrong, then ~A is definitively right. Popperian falsification is trumped by Bayes’ Theorem.
Note: This means that you cannot be definitively wrong, not that you can be definitively right.