Unit 5: Euler Poincare #shorts #maths
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YouTubeOliver Knill
Unit 5: Euler Poincare #shorts #maths
The Euler-Poincare formula equates the combinatorial Euler characteristic with the Cohomological Euler characteristic. It can easily be proven using the fabulous McKean-Singer symmetry. We see also some examples, a 4 sphere and a Calabi-Yau manifold.
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