Alexander Pruss's Blog

Showing posts with label Hausdorff Paradox. Show all posts
Showing posts with label Hausdorff Paradox. Show all posts
Thursday, September 7, 2017

Two kinds of non-measurable events

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Non-measurable events are ones to which the probability function in the situation assigns no probability. Philosophically speaking, non-meas...
10 comments:
Monday, February 2, 2015

Betting on paradoxical sets

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Suppose that a point z will be uniformly randomly chosen on the surface of a sphere S and you are asked to place bets as to which set ...
7 comments:
Monday, June 11, 2012

Absolutely nonmeasurable sets

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The ideal of a non-zero (point) probability assignment to all possibilities is incoherent for cardinality reasons . Moreover, as Alan Hajek...
2 comments:
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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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