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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