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Cantor Ternary Set (idea)
See all of Cantor Ternary Set
, there is 1 more in this node.
(
idea
)
by
pi
Sat Nov 13 1999 at 10:06:26
A set created by taking
the interval (0,1)
, and removing the middle third (exclusively), then removing the middle third of the two remaining pieces, and continuing this process
ad infinitum
.
It's
uncountable
, among other things.
Cantor set
Sierpinski triangle
fractal dimension
Phaser
How to survive against humans
Yankee Hotel Foxtrot
perfect set
uncountable
set theory
fractal gasket
Sierpinski carpet
Cantor dust
Smale Horseshoe
fractional dimension
measure zero
Menger sponge
critical sets
cardinality
Georg Cantor
continuum
Bertrand Russell
George Washington's 1792 State of the Union Address
Notelet Nodelet Squawkbox Client
Borel measure
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