id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_b2kfhci7ybfm5grieiot5qjvku	Carl G. Wagner	Probability Kinematics And Commutativity*	2002	14	.pdf	application/pdf	4268	599	79	The much remarked "non-commutativity" of probability kinematics ( Domotor 1982, Skyrms 1986, van Fraassen 1989, Döring 1999, Lange 2000) has and Zabell 1982, and Jeffrey 1988, is based on a variant of Field's reformulation of probability kinematics, divested of its (inessential) physicalist gloss. Let (Ω, A, p) be a probability space, and suppose that E = {Ei} is a countable family of pairwise disjoint events, with p(Ei) > 0 for all i. when the total evidence, old as well as new,2 prompts us to revise the probabilities of the events Ei as specified by (2.2), but we learn nothing new about Having revised p to q by the probability-kinematical formula (2.1) above, more general probability-kinematical revision schema Given the probability revision schema (3.1), if the Bayes factor identities Formula (3.7), and consequently Theorem 3.1, can be generalized to arbitrary finite sequences of probability-kinematical revisions. stimuli prompting probability revisions by identical Bayes factors.	./cache/work_b2kfhci7ybfm5grieiot5qjvku.pdf	./txt/work_b2kfhci7ybfm5grieiot5qjvku.txt