 Again, certain very general norms may be stated, such as the obvious analogue of Naive Dominance from above. Thus, before the die is rolled, we might ask whether I should adopt an epistemic state in which I believe that the die will land on six more strongly than I believe that it will land on an even number. And we might be able to show that I shouldn’t because there is some other epistemic state I could adopt instead that will have greater epistemic utility however the world turns out. In this case, we appeal to the epistemic version of Naive Dominance to show that my credences are irrational. This is an example of how epistemic utility theory might come to justify Probabilism. As we will see, arguments just like this have indeed been given. In this entry, we explore these arguments.