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Independent academic archive · Rights remain with the original publishers · Streamed via YouTube
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Independent academic archive · Rights remain with the original publishers · Streamed via YouTube

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Sir Michael Atiyah presents an unsolved problem in Euclidean geometry concerning the arrangement of n distinct points in 3-space, discussing its properties, generalizations, and unexpected connections to physics. The lecture challenges the audience to consider this open problem.
Professor of Mathematics
Recipient of both the Fields Medal and Abel Prize for topological K-theory and the Atiyah-Singer index theorem.