In a way, no one can really trust the theory of natural selection until after they have listened to creationists for five minutes; and then they know it’s solid.
You tread on dangerous ground here. Shouldn’t the detail & scope of its predictions (the rent) be the criterion by which we evaluate any theory? Though creationists’ poor arguments may be suggestive of the indefensibility of their position, this alone does not prove them wrong, and certainly does not confirm evolution.
Bayesian updating requires competing hypotheses. For E to be evidence for H (H=Darwin’s theory), P(H|E) must be greater than P(H), but this is possible only if P(H)0, where ~H is all the competing hypotheses including creationism taken together (i.e. H2,H3,..., where H=H1). And we are able to update only if we have the value for P(E), because of Bayes’ formula. But to know P(E), where P(H)<1, we must know P(E|~H), which requires examination of ~H. Therefore we must investigate creationism.
Of course, being finite beings, we need to be able to leave some hypotheses unexamined. But in principle we ought to examine all. So the question of whether or not to examine creationism is a practical question concerning how to allocate our finite resources. Different people may come to different conclusions.
You tread on dangerous ground here. Shouldn’t the detail & scope of its predictions (the rent) be the criterion by which we evaluate any theory? Though creationists’ poor arguments may be suggestive of the indefensibility of their position, this alone does not prove them wrong, and certainly does not confirm evolution.
Realistically, we often don’t have the means to check the theory ourselves.
And in a modern world where any and everything is marketed to death, we distrust the pro-speech.
But pragmatically, I find that quickly checking the con-speech is very effective.
If it has a point, it will make it clear.
If it is flaky, that was probably the best it could do.
(this does require resistance to fallacies and bullshit)
Bayesian updating requires competing hypotheses. For E to be evidence for H (H=Darwin’s theory), P(H|E) must be greater than P(H), but this is possible only if P(H)0, where ~H is all the competing hypotheses including creationism taken together (i.e. H2,H3,..., where H=H1). And we are able to update only if we have the value for P(E), because of Bayes’ formula. But to know P(E), where P(H)<1, we must know P(E|~H), which requires examination of ~H. Therefore we must investigate creationism.
Of course, being finite beings, we need to be able to leave some hypotheses unexamined. But in principle we ought to examine all. So the question of whether or not to examine creationism is a practical question concerning how to allocate our finite resources. Different people may come to different conclusions.