The "middle third" Cantor set is constructed by removing the middle third of [0, 1] and then removing the middle thirds

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The "middle third" Cantor set is constructed by removing the middle third of [0, 1] and then removing the middle thirds

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The Middle Third Cantor Set Is Constructed By Removing The Middle Third Of 0 1 And Then Removing The Middle Thirds 1
The Middle Third Cantor Set Is Constructed By Removing The Middle Third Of 0 1 And Then Removing The Middle Thirds 1 (15.85 KiB) Viewed 30 times
The "middle third" Cantor set is constructed by removing the middle third of [0, 1] and then removing the middle thirds of the remaining two intervals, etc. Compute its capacity dimension.
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