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Andrew Staal's user avatar
Andrew Staal's user avatar
Andrew Staal's user avatar
Andrew Staal
  • Member for 13 years, 9 months
  • Last seen more than a month ago
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If $X$ is a simplicial complex, is there a characterization of the links of its vertices that is equivalent to the statement "$|X|$ is a manifold"?
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If $X$ is a simplicial complex, is there a characterization of the links of its vertices that is equivalent to the statement "$|X|$ is a manifold"?
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 Excavator
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 Editor
revised
difference between equivalence relations on algebraic cycles
I improved formatting in highlighted parts of Warning.
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difference between equivalence relations on algebraic cycles
comment
Most significant results in motivic integration theory?
I participated in a motivic integration learning seminar two years ago. Maybe the reading list would be helpful?
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Help motivating log-structures
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 Teacher
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What is a good introductory text for moduli theory?