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GlomeV2.1

Billain on September 07, 2010 12:08

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    Alternative Rythmic Studies / A 3-sphere is a compact, connected, 3-dimensional manifold without boundary. It is also simply-connected. What this means, loosely speaking, is that any loop, or circular path, on the 3-sphere can be continuously shrunk to a point without leaving the 3-sphere. The Poincaré conjecture proposes that the 3-sphere is the only three dimensional manifold with these properties (up to homeomorphism). This conjecture was proved correct in 2003 by Grigori Perelman.

    Released by: Fatality Recordings
    Release/catalogue number: FATREC001
    Release date: Nov 22, 2010

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