The Norm residue theorem in motivic cohomology

The Norm residue theorem in motivic cohomology /

This book presents the complete proof of the Bloch-Kato conjecture and several related conjectures of Beilinson and Lichtenbaum in algebraic geometry. Brought together here for the first time, these conjectures describe the structure of étale cohomology and its relation to motivic cohomology and Cho...

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Bibliographic Details
Main Author: Haesemeyer, Christian
Other Authors: Weibel, Charles A., 1950-
Format: Electronic eBook
Language:English
Published: Princeton, New Jersey : Princeton University Press, 2019.
Series:Annals of mathematics studies ; no. 200.
Subjects:
Homology theory.
MATHEMATICS > Topology.
MATHEMATICS > Geometry > Algebraic.
Homology theory
5P.
Abelian group.
Addition.
Additive category.
Adjoint functors.
Alexander Grothendieck.
Algebraic closure.
Algebraic cobordism.
Algebraic cycle.
Algebraic extension.
Algebraic geometry.
Algebraic topology.
Andrei Suslin.
Axiom.
Characteristic class.
Classifying space.
Closed set.
Codimension.
Cofibration.
Cohomology operation.
Cohomology.
Conjecture.
Corollary.
Diagram (category theory).
Direct limit.
Exact sequence.
Factorization.
Fibration.
Functor.
Galois cohomology.
Galois extension.
Group object.
Homology (mathematics).
Homotopy category.
Homotopy.
Hypersurface.
Inverse function.
Mathematical induction.
Mathematics.
Milnor K-theory.
Model category.
Module (mathematics).
Monoid.
Monomorphism.
Morphism.
Motivic cohomology.
Natural number.
Normal bundle.
Open set.
Presheaf (category theory).
Pushout (category theory).
Quantity.
Quillen adjunction.
Rational point.
Regular representation.
Remainder.
Retract.
Separable extension.
Sheaf (mathematics).
Smooth scheme.
Special case.
Subgroup.
Summation.
Tangent space.
Theorem.
Trivial representation.
Vladimir Voevodsky.
Weak equivalence (homotopy theory).
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