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- W11982681 abstract "Let Ωj be the bundle of j-forms on the complex projective space P n and let Ωj(j)=Ωj ⊗OO(j). In 1978 Beilinson [B] showed that every coherent sheaf ℱ on P n has a canonical two sided finite resolution of the form $$...xrightarrow{{d_{ - 2} }},C_F^{ - 1} xrightarrow{{d_{ - 1} }}C_F^0 xrightarrow{{d_0 }}C_F^1 xrightarrow{{d_1 }}...$$ where $$C_mathcal{F}^p = mathop oplus limits_{s - j = p} ,Omega ^j (j) otimes _C H^s (p^n ,,mathcal{F}( - j)).$$" @default.
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- W11982681 date "1991-01-01" @default.
- W11982681 modified "2023-10-17" @default.
- W11982681 title "Canonical resolutions of sheaves on Schubert and Brieskorn varieties" @default.
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- W11982681 doi "https://doi.org/10.1007/978-3-322-86856-5_3" @default.
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