Cantor' set theory deconstructed

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Uploaded by on Aug 22, 2008

Jean Constant animated series on fractal deconstruction and optical illusion. Music by Michael Kott. The original work can be checked at http://hermay.org/jconstant

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Science & Technology

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Uploader Comments (bysance)

  • nice artwork, but I'm not sure it has anything to do with Cantor.

  • Thanks for the comment. Cantor & the Cantor set was the first serious mapping of fractal-ization. Check "Cantor Square" for more detail. Interestingly mathematicians go from 1 to 0. For this, I had to invert from 1 to infinite. 1mm on paper does not look like much! Also I had to stop multiplying at 748 - running out of processing power...Great inspiration though

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  • Try this concept. Yoctation, Zeptation, Autation, Femptation, Pication, Nanation, Micration, Millation, Centation, Negative Decation, Noventation, Negative Octation, Septation, Sexation, Quintation, Quadation, Negative Exponentiation, Division, Subtraction, Zeration, Addition, Multiplication, Exponentiation, Tetration, Pentation, Hexation, Heptation, Octation, Nonation, Decation, Hectation, Kilation, Megation, Gigation, Terration, Petation, Exation, Zettation and Yattation.

  • @CHistrue Godel and Cohen proved that the continuum hypothesis cannot be proved nor disproved within ZFC set theory. What exactly do you mean when you say "multiply a level of infinity by 0"?

  • @bysance The most interesting fact about the Cantor set, imho, is that it has a Lesbegue measure of 0, but a positive Jordan measure. It's also a nice example of a closed infinite set which is never dense.

  • Personally, I believe in the Continuum Hypothesis. I believe it can be derived from the paradoxes around multiplying any level of infinity about Aleph Nought by 0. You can click on my ID to see what I have to say if you are interested. Nice artwork and music. Very nice.

  • Personally, I believe in the Continuum Hypothesis. I believe it can be derived from the paradoxes around multiplying any level of infinity about Aleph Nought by 0.  You can click on my ID to see what I have to say if you are interested. Nice artwork and music. Very nice.

  • mistake at 0.41

  • this is a fractal or set theory? I thought cantor worked mostly on set theory and mandelbrot worked in fractals.

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