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15
62
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Range of a function on subintervals

Published on
#functional-analysis #limits #complete-spaces #cantor-set
130
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questions about the Cantor set is Compact

Published on
#real-analysis #general-topology #cantor-set
55
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Showing that a set similar to Cantor set has complement with measure one

Published on
#real-analysis #measure-theory #cantor-set
98
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Why is the Cantor Set not a subset of $\mathbb{Q}$?

Published on
#elementary-set-theory #rational-numbers #cantor-set
85
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Confused about the measure of the Cantor Set, and how to reconcile this with there being points not at the endpoints

Published on
#real-analysis #elementary-set-theory #real-numbers #cantor-set
78
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Construct a Cantor-type subset

Published on
#real-analysis #measure-theory #cantor-set
102
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Cantor set and expressing $[0,1)$ as a countable union of disjoint closed intervals

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#real-analysis #general-topology #cantor-set
53
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proof of Cantor-Bernstein Theorem

Published on
#set-theory #cantor-set
72
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Extend the homeomorphism of Cantor set to a homeomorphism to unit interval.

Published on
#real-analysis #lebesgue-measure #cantor-set
30
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Finding the error with this proof that the measure of the cantor set is 0

Published on
#measure-theory #solution-verification #lebesgue-measure #cantor-set
59
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Closure of a disjoint union of open intervals

Published on
#real-analysis #real-numbers #intuition #cantor-set
41
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Show that the union occurring in the definition of cantor-sets is disjoint.

Published on
#analysis #cantor-set
72
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Function that maps (binary representation of) $x \in [0,1]$ to number given by the “even bits” of $x$

Published on
#real-analysis #functions #lebesgue-measure #binary #cantor-set
57
Views

Show the Lebesgue-measure of the image of the Cantor-Function is equal to 1?

Published on
#real-analysis #measure-theory #lebesgue-measure #measurable-functions #cantor-set
23
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Show that the image of a homeomorphism involving the Cantor function has a certain measure

Published on
#real-analysis #analysis #measure-theory #lebesgue-measure #cantor-set

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