Alexander Pruss's Blog
Showing posts with label
measure
.
Show all posts
Showing posts with label
measure
.
Show all posts
Monday, November 28, 2022
Precise lengths
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As usual, write [ a , b ] for the interval of the real line from a to b including both a and b , ( a , b ) for the interval of the real...
1 comment:
Thursday, September 26, 2013
Magnifying sets of real numbers
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If S is a set of real numbers and a is a real number, let a S ={ a x : x ∈ S } be the set you get by magnifying S by a factor a...
Tuesday, March 26, 2013
Absolutely negligible sets
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In my last post , I was thinking about arguments for why sets of cardinality less than that of the continuum should be taken to have mea...
1 comment:
Monday, March 25, 2013
A natural extension of Lebesgue measure, and Brown's argument against the Continuum Hypothesis
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The Lebesgue measure on the reals has the following property: it assigns zero probability to every singleton. This is intuitively what ...
3 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:
Friday, June 8, 2012
Non-measurable sets and interval-valued probabilities
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I think there is nothing new here, but I want to collect together some facts that are interesting to me. Suppose m is a countably additive ...
1 comment:
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