Derived quot schemes
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Cited by (90)
Strictification and gluing of Lagrangian distributions on derived schemes with shifted symplectic forms
2024, Advances in MathematicsShifted symplectic structures on derived Quot-stacks I – Differential graded manifolds –
2022, Advances in MathematicsCitation Excerpt :Then the underlying classical scheme is the usual Quot-scheme, and the group action is known as well (e.g. [17]). The notion of weak equivalences we use is stronger than the notion of quasi-isomorphisms introduced in [6]. We put an additional condition for the morphisms to be almost affine (Definition 4).
Poincaré–Birkhoff–Witt isomorphisms and Kapranov dg-manifolds
2021, Advances in MathematicsWindows for cdgas
2021, Advances in MathematicsCitation Excerpt :The authors were partially supported by the NSERC Discovery Grant and CRC program. Let us set notation and recall relevant definitions and results about dg-schemes following [8,21,18,4]. Throughout, k will denote a fixed commutative Noetherian ring over which all objects are defined.
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2022, Nagoya Mathematical JournalAn introduction to derived (algebraic) geometry
2024, Rendiconti di Matematica e delle Sue Applicazioni
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