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The Cantor set was constructed by taking a unit segment, making two copies each of length 1/3, and putting those copies at the two ends of the unit. Repeating this collage-making process infinitely often results in the Cantor Set. What is the dimension of the Cantor Set?
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what does "dimension" mean in this context? btw that is a really brief and not that clear description of the cantor set
Either the Sierpinski dimension or Koch Curve dimension
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