id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_2n7rvvpewbcxtnsuc5hfmcbnzi	C. G. Wagner	Modus Tollens Probabilized	2004	7	.pdf	application/pdf	2467	281	77	p(Ai) = ai ⇒ max{ai} 6 p(A1 ∨···∨ An) 6 min{1, a1 +···+ an}, (1) A number of valid arguments of propositional logic involve the truth-functional connective −→, variously termed the conditional, the indicative conditional, on the conditional probability counterpart of modus tollens are new, and exhibit a that the valid argument H → E, Ē � H̄, known as modus tollens, has the probabilistic counterpart As David Lewis [L76] puts it, "assertibility goes by subjective probability." But Ernest Adams [A65, A75] has pointed out that conditionals seem valid arguments such as modus ponens and modus tollens in which conditional 3.2 Modus Ponens for Conditional Probabilities 3.3 Modus Tollens for Conditional Probabilities Unlike the case of modus tollens for probabilities of conditionals, we cannot make what might reasonably be termed modus tollens for conditional probabilities. = 0.38, it involves less degradation than modus ponens for conditional probabilities.	./cache/work_2n7rvvpewbcxtnsuc5hfmcbnzi.pdf	./txt/work_2n7rvvpewbcxtnsuc5hfmcbnzi.txt