id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_o3m5wlludnhblmfsc7ykumbg5i	Michel Janssen	Sleeping Beauty on Monty Hall	2020	17	.pdf	application/pdf	10642	904	81	Keywords: sleeping beauty problem; monty hall problem; probability; bayesian; frequentist Just as Sleeping Beauty knows how a coin toss will decide how many of her potential awakenings will become actual awakenings, potential contestants in our game-show proxy know how a coin toss the Monty Hall Problem, a good way to shore up one's intuitions in dealing with the Sleeping Beauty The prior degrees of belief for any candidate that the coin will come up heads or tails, respectively, are: potential awakening of Sleeping Beauty that becomes an actual awakening if the coin comes up heads. other candidates in the game-show proxy for the Sleeping Beauty Problem. first half of Equation (6) for Sleeping Beauty's posterior degree of belief that the coin came up heads: In this case, Equation (15) tells us that Sleeping Beauty's degree of belief that the coin came up heads game-show proxy for this Sleeping Beauty on Monty Hall Problem.	./cache/work_o3m5wlludnhblmfsc7ykumbg5i.pdf	./txt/work_o3m5wlludnhblmfsc7ykumbg5i.txt