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Yeping Zhang's user avatar
Yeping Zhang's user avatar
Yeping Zhang
  • Member for 10 years
  • Last seen more than 5 years ago
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singular $m$-canonical divisors
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singular $m$-canonical divisors
comment
degenerate points in the moduli space of flat principal $G$-bundle with respect to a linear representation on a complex
I read the Deligne Theorem from Claire Voisin 'Théorie de Hodge et géométrie algébrique complexe' chap 16. The original version due to Deligne comes from 'Théorème de Lefschetz et critères de dégénérescence de suites spectrales'
revised
degenerate points in the moduli space of flat principal $G$-bundle with respect to a linear representation on a complex
edited body
asked
degenerate points in the moduli space of flat principal $G$-bundle with respect to a linear representation on a complex
revised
Spectral sequence of a bicomplex equipped with a group action
added 1 character in body
awarded
 Student
revised
Spectral sequence of a bicomplex equipped with a group action
added 12 characters in body
awarded
 Editor
comment
Spectral sequence of a bicomplex equipped with a group action
It is tensor product over $\mathbb{C}$, and yes, i wrote $\oplus$ by mistake, thanks a lot.
revised
Spectral sequence of a bicomplex equipped with a group action
added 12 characters in body
asked
Spectral sequence of a bicomplex equipped with a group action