On the spectrum of a stable rank 3 reflexive sheaf on

@article{Coanda1986OnTS,
  title={On the spectrum of a stable rank 3 reflexive sheaf on},
  author={Iustin Coanda},
  journal={Journal f{\"u}r die reine und angewandte Mathematik (Crelles Journal)},
  year={1986},
  volume={1986},
  pages={155 - 171}
}
  • Iustin Coanda
  • Published 1986
  • Mathematics
  • The aim of this paper is to prove some finer properties of the spectrum of a stable rank 3 reflexive sheaf on P similar to the properties of the spectrum of a stable rank 2 reflexive sheaf proved by R. Hartshorae in [3] and [4]. Particularly, we show that in the case q = 0, the main properties of the spectrum do not depend on the generic Splitting type. Our proofs are adaptations of the proofs given by R. Hartshorne for the rank 2 case in the two papers mentioned above. 

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    Stable reflexive sheaves

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