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Verdier duality
The Derived Category of Sheaves and the Poincare-Verdier Duality
Agnieszka Bodzenta
Characteristic Classes of Mixed Hodge Modules
Intersection Homology Duality and Pairings: Singular, PL, and Sheaf
Mixed Hodge Structures with Modulus Is Abelian
1. Introduction 1 2. T-Structures on Triangulated Categories 1 3
The Decomposition Theorem, Perverse Sheaves and the Topology of Algebraic Maps
P-ADIC ÉTALE TATE TWISTS and ARITHMETIC DUALITY ✩
On the Arithmetic of 1–Motives
MIXED HODGE MODULES 1. Mixed Hodge Theory 1.1. Pure Hodge
Symmetries and Stabilization for Sheaves of Vanishing Cycles
TOPICS in D-MODULES. Contents 1. Introduction: Local Systems. 3 1.1
Generic Vanishing Theory Via Mixed Hodge Modules
Arxiv:1505.02331V2 [Math.AG] 24 Jun 2019 Date ..Tefntro Aigteui out Unit the Taking of Functor Augmentation the and Units Unit the the Taking 5.3
The Derived Category of Constructible Sheaves. Iordan Ganev and Robin Walters 18 June 2014
Perverse Sheaves
Lectures on D-Modules
Introduction to Mixed Hodge Theory: a Lecture to the LSGNT
Top View
Grothendieck Duality: Lecture 3 Derived Categories and Grothendieck Duality
Introduction to Hodge-Type Structures
VERDIER DUALITY 1. Introduction Let M Be a Smooth, Compact Oriented Manifold of Dimension N, and Let K Be a Field. Recall That T
An Introduction to Intersection Homology with General Perversity Functions
The Atiyah-Bott Formula for the Cohomology of Bun(G)
Arxiv:2007.04625V2 [Math.AG]
Arxiv:1806.03293V3 [Math.AG] 24 Jun 2021 Norc.Teie a Rgnlydentt Ede U Og to T but Since Verdier Operations
Quick and Dirty Introduction to Perverse Sheaves
Dualities in Étale Cohomology
Constructible Derived Category
Generic Vanishing Theory Via Mixed Hodge Modules
Springer Monographs in Mathematics M
Perverse Sheaves and the Topology of Algebraic Varieties
A Possible Introduction to Derive Categories
Sheaves, Cosheaves and Applications
Mixed Hodge Modules
Arxiv:1506.03642V2 [Math.AG] 14 Nov 2016 Oue0,Pgs000–000 Pages 00, Volume #977T Akd Cataldo)
Gelfand-Fuchs Cohomology in Algebraic Geometry and Factorization Algebras
Grothendieck Duality: Lecture 4 Sketches of Some of the Proofs
WALL-CROSSING FUNCTORS and D-MODULES Contents 0