id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_nm27f55tmjcf7avekmozb6gfxq	Igor Douven	Generalizing the Lottery Paradox	2006	25	.pdf	application/pdf	13142	2138	79	We assume a weak form of transitivity for general consequence: if each proposition in the set D is a general stipulation that a proposition is rationally acceptable in given circumstances probability 1 is sufficient for rational acceptability or still have as a consequence that ? where a set of propositions F with cardinality |F| is defined to be probabilistically self-undermining iff for all w 2 F: Pr(w) > t and Pr(w|F � w) � t (where that propositions having probability 1 are rationally acceptable. that too few high probability propositions qualify as rationally acceptable. Assuming that rational acceptability is aggregative, the proposition tells us that if there is a sufficient instance of that schema defines a sufficient condition for rational acceptability that is structural itself. can be rationally acceptable, that a proposition to which we assign probability Consequently, our previous results do not generalize to the nonhomogeneous case, because automorphisms as defined above need not preserve modal properties of propositions.	./cache/work_nm27f55tmjcf7avekmozb6gfxq.pdf	./txt/work_nm27f55tmjcf7avekmozb6gfxq.txt