Gluing complexes of sheaves

  • Martin Olsson

    University of California, Berkeley, USA
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Abstract

We prove two variations of the classical gluing result of Beilinson–Bernstein–Deligne. We recast the problem of gluing in terms of filtered complexes in the total topos of a -topos, in the sense of SGA 4, and prove our results using the filtered derived category.

Cite this article

Martin Olsson, Gluing complexes of sheaves. Doc. Math. 29 (2024), no. 5, pp. 1201–1218

DOI 10.4171/DM/961