The Shape of Ezard's Universe

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Reblog if you can see Sherlock.

… i see him everywhere …

  • 11 months ago > destielocked
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  1. whosawhovian reblogged this from ibeggedformercytwice
  2. whosawhovian likes this
  3. raisetheiqofthewholestreet reblogged this from sarcastic-bitch-coming-through and added:
    Um I’m not sure I should be extremely proud or kind of scared?
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  19. moonlitivy reblogged this from beautifulfic and added:
    Yep, there he is.
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  42. swarleyy reblogged this from destielocked
  43. n0-nam3-xp reblogged this from somethingsherlockish
  44. livinginthewrongworld reblogged this from lokieatingreallygoodguacamole and added:
    Oh I see!!
  45. lokieatingreallygoodguacamole reblogged this from lokis-army-at-221b
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About

“The idea is to show that, under the Ricci flow, positive curvature tends to spread outwards until, at infinite time, the manifold will achieve constant curvature. Now, let us consider a generalisation of this - the form 'f' is a nice smooth function. The flow will develop singularities in finite time, but using a local version of the Gromov compactness theorem, I've been able to get a model of all possible singularities.”
- Stephen Ezard, The Last Enemy.

Geometry was my best math, but physics was my worst science, so I guess I'll need a couple of light years to catch up with this. And Benedict.
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