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Prof

Christian Haesemeyer

Professor In Pure Mathematics
Mathematics and Statistics
Algebraic geometry
homotopy theory
mathematics
physical sciences
science & technology
vector-bundles
cohomology
cyclic homology
mathematics, applied
Christian Haesemeyer's Profile Picture
Prof

Christian Haesemeyer

 
Division
Science
 
Primary Interest
Algebraic K-theory and motives
Christian Haesemeyer's Profile Picture
Prof

Christian Haesemeyer

 
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Projects

Displaying the 2 most recent projects by Christian Haesemeyer.

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Algebraic invariants of singularities

This project aims to study the local and global behaviour of singularities that algebraic equations can describe via difficult algebraic inv..

2017 - 2020
Completed
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Homotopical methods in algebraic geometry

2016 - 2016
Completed

2

Projects

Project Types

1

Internal Research Grant

1

Research Grant

Scholarly Works

Displaying the 10 most recent scholarly works by Christian Haesemeyer.

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The norm residue theorem in motivic cohomology

C Haesemeyer, CA Weibel

Journal article  |  2019  |  Annals of Mathematics Studies

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The k-theory of toric schemes over regular rings of mixed characteristic

G Cortiñas, C Haesemeyer, ME Walker, CA Weibel

Book Chapter  |  2018

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K-theory of line bundles and smooth varieties

C Haesemeyer, C Weibel

Journal article  |  2018  |  Proceedings of the American Mathematical Society

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Toric varieties, monoid schemes and cdh descent

Guillermo Cortinas, Christian Haesemeyer, Mark E Walker, Charles Weibel

Journal article  |  2015  |  Journal für die reine und angewandte Mathematik (Crelles Journal)

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The K-theory of toric varieties in positive characteristic

G Cortiñas, C Haesemeyer, ME Walker, C Weibel

Journal article  |  2014  |  Journal of Topology

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K-THEORY OF CONES OF SMOOTH VARIETIES

G Cortinas, C Haesemeyer, ME Walker, C Weibel

Journal article  |  2013  |  Journal of Algebraic Geometry

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Stable A(1)-homotopy and R-equivalence

Aravind Asok, Christian Haesemeyer

Journal article  |  2011  |  Journal of Pure and Applied Algebra

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A negative answer to a question of bass

G CortiNas, C Haesemeyer, ME Walker, C Weibel

Journal article  |  2011  |  Proceedings of the American Mathematical Society

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Bass' NK groups and cdh-fibrant Hochschild homology

G Cortiñas, C Haesemeyer, ME Walker, C Weibel

Journal article  |  2010  |  Inventiones Mathematicae

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Lipschitz cocycles and Poincaré duality

Eric M Friedlander, Christian Haesemeyer

Book Chapter  |  2010

18

Scholarly Works

Keyword Analysis

Expanding Knowledge
Pure Mathematics

Credentials

Positions

Professor In Pure Mathematics

Mathematics and Statistics

Education

Doctor of Philosophy

Northwestern University

Diplom der Mathematik

Rheinische Friedrich-Wilhelms University Bonn