Titlebook: Semi-Infinite Algebraic Geometry of Quasi-Coherent Sheaves on Ind-Schemes; Quasi-Coherent Torsi Leonid Positselski Book 2023 The Editor(s)

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Flat Affine Ind-Schemes over Ind-Schemes of Ind-Finite Type,fine morphism of schemes. The aim of this chapter is to describe the semitensor product functor as the composition of the left derived *-restriction and the right derived !-restriction of the external tensor product.

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Invariance Under Postcomposition with a Smooth Morphism,et . denote the composition .. Let . be a dualizing complex on .; then . is a dualizing complex on .. The aim of this chapter is to show that the constructions of Chaps. 7–8, including the semiderived category of quasi-coherent torsion sheaves on . and the semitensor product operation on it, are pre

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Book 2023meant by an algebraic variety of semi-infinite nature. Then he applies the framework of semiderived categories, suggested in his previous monograph titled .Homological Algebra of Semimodules and Semicontramodules., (Birkhäuser, 2010), to the study of semi-infinite algebraic varieties. Quasi-coherent

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algebraic geometry to come.Explores the semi-infinite tensorSemi-Infinite Geometry is a theory of "doubly infinite-dimensional" geometric or topological objects. In this book the author explains what should be meant by an algebraic variety of semi-infinite nature. Then he applies the framework of se

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