Classification of -modules with regular singularities along normal crossings
M. G. M. Van Doorn (1986)
Compositio Mathematica
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Displaying similar documents to “Locally injective -sheaves of abelian groups”
Classification of -modules with regular singularities along normal crossings
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In the work of Hoshino, Kato and Miyachi, [11], the authors look at t-structures induced by a compact object, , of a triangulated category, , which is rigid in the sense of Iyama and Yoshino, [12]. Hoshino, Kato and Miyachi show that such an object yields a non-degenerate t-structure on whose heart is equivalent to Mod(End( )op). Rigid objects in a triangulated category can the thought of as behaving like chain differential graded algebras (DGAs). Analogously, looking at objects...
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In this paper we consider a pair of right adjoint contravariant functors between abelian categories and describe a family of dualities induced by them.
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