Went on the canoe trip this past weekend, had lots of fun. Barefoot soccer really beat up my feet though; Sunday morning I discovered I had lots of tiny cuts which didn't go all the way through the thick skin, but combined to make it feel like I had a giant bruise covering my entire foot. At least as long as I was barefoot; wearing shoes mostly
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I don't actually know it was the RAMDAC, but it's a pretty good guess, I think.
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I'm eager to see Batman Begins.
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http://www.stat.ohio-state.edu/people/faculty/snm.html
http://www.stat.ohio-state.edu/people/faculty/mb.html
Well the problem deals with prior probabilities...so if you check out Bayesian statistics you might find some answers to the logic of the solution. It sounds like a straight forward example of this increasingly popular branch of statistics so I highly doubt it is a april fools joke
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Actually I'm quite familiar with Bayesian inference, though for entirely unrelated reasons. Among the many things sprouting from the new popularity of Bayesian inference have been numerous so-called 'naive Bayesian' approaches to automatic classification of, for example, spam versus non-spam emails. The traditional, more powerful (theoretically), but much more numerically intensive correlative methods are very difficult to justify for that engineering space. I still have a soft spot for them, though; as mathematical objects the old methods are just too unbearably cool to ignore.
Sigh.... so many years left until IBM's prediction-by-partial-match patents expire.
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http://www.maa.org/devlin/devlin_07_03.html
regardless...it's just messing with people's assignments of prior and posterior probabilities
Fundamentally I think it should still be 50/50 though...
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