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Weil cohomology theory
What Is the Motivation Behind the Theory of Motives?
DENINGER COHOMOLOGY THEORIES Readers Who Know What the Standard Conjectures Are Should Skip to Section 0.6. 0.1. Schemes. We
A Note on Grothendieck's Standard Conjectures of Type C and D
Weil Conjectures and Betti Numbers of Moduli Spaces
Arxiv:1710.02344V3 [Math.AG] 12 Jun 2019 Mirror Symmetry, Mixed Motives, and Ζ(3)
Introduction to Motives
G Aperf–Modules and De Rham Cohomology
Motives: an Introductory Survey for Physicists
Remarks on the Lefschetz Standard Conjecture and Hyperkähler Varieties
WEIL COHOMOLOGY THEORIES 0FFG Contents 1. Introduction 1 2
Supersymmetric Flux Compactifications and Calabi-Yau
Witt Vectors As a Polynomial Functor
Weil Cohomology Theories This Is an Old Note on Weil Cohomology
Etale Cohomology
Consequences of the Lefschetz Standard Conjecture
Navigating the Motivic World Daniel Dugger
Classical Motives
CHAPTER 2. POINTS OVER FINITE FIELDS and the WEIL CONJECTURES Contents 1. Varieties Over Finite Fields 1 2. the Local Weil Zeta
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Search for a P-Adic Cohomology Theory
View This Volume's Front and Back Matter
Arxiv:1808.00119V3 [Math.AG] 26 Nov 2020
Lefschetz Classes on Projective Varieties
Introduction to Étale Cohomology
PURE MOTIVES This and the Next File Are Slightly Revised Versions of My
Grothendieck Topologies and Étale Cohomology
Motives — Grothendieck's Dream
Algebraic Cycles
Weil Conjectures Exposition
Algebraic De Rham Cohomology This Is an Old Note on Algebraic De
The Riemann Hypothesis Over Finite Fields from Weil to the Present Day
Introduction to Motives
´Etale Cohomology Offered by the Author at the University of Michigan in the Summer of 2017
Tropical Geometry of Matroids
On Hodge Theory and Derham Cohomology of Variétiés
ÉTALE COHOMOLOGY 1. Motivation 1.1
An Inequality on Polarized Endomorphisms
Classical Motives
Lecture 5. Weil Cohomology Theories and the Weil Conjectures
Consequences of the Lefschetz Standard Conjecture
Noncommutative Geometry and Motives (A Quoi Servent Les Endomotifs?)
Torsion in the Crystalline Cohomology of Singular Varieties