Alexander Pruss's Blog

Showing posts with label Popper function. Show all posts
Showing posts with label Popper function. Show all posts
Tuesday, November 5, 2013

Invariance of Popper functions under symmetries

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Popper functions are primitive finitely additive conditional probabilities—i.e., P ( A | B ) is the fundamental quantity, and P ( A ) i...
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Monday, October 21, 2013

Popper functions and infinite sequences of heads

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Williamson gave a lovely argument that infinitesimals can't capture the probability of an infinite sequence of heads in fair indepe...
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Alexander R Pruss
I am a philosopher at Baylor University. This blog, however, does not purport to express in any way the opinions of Baylor University. Amateur science and technology work should not be taken to be approved by Baylor University. Use all information at your own risk.
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