Bakgrunn og aktiviteter
Gereon Quick er førsteamanuensis ved Institutt for matematiske fag, og er medlem i Gruppe for geometri/topologi. Han har en mastergrad i matematikk fra University of Cambridge, UK, og en DEA i matematikk fra Université Pierre et Marie Curie Paris, France. Han skrev sin doktorgrad ved Universität Münster, Tyskland. Som postdoc forsket han blant annet ved Harvard University i USA.
Vitenskapelig, faglig og kunstnerisk arbeid
Viser et utvalg av aktivitet. Se alle publikasjoner i databasen
Tidsskriftspublikasjoner
- (2018) Algebraic Cycles in Generalized Cohomology Theories. Oberwolfach Reports.
- (2018) Examples of non-algebraic classes in the Brown-Peterson tower. Mathematische Zeitschrift.
- (2018) Unstable splittings in Hodge filtered Brown-Peterson cohomology. Journal of Homotopy and Related Structures. vol. 14 (2).
- (2016) Profinite and discrete G-spectra and iterated homotopy fixed points. Algebraic and Geometric Topology. vol. 16 (4).
- (2016) An Abel-Jacobi invariant for cobordant cycles. Documenta Mathematica. vol. 21.
- (2015) Hodge filtered complex bordism. Journal of Topology. vol. 8 (1).
- (2015) Existence of rational points as a homotopy limit problem. Journal of Pure and Applied Algebra. vol. 219 (8).
- (2013) Continuous homotopy fixed points for Lubin-Tate spectra. Homology, Homotopy and Applications. vol. 15 (1).
- (2013) Homotopy theory of smooth compactifications of algebraic varieties. New York journal of mathematics. vol. 19.
- (2013) Profinite G-spectra. Homology, Homotopy and Applications. vol. 15 (1).
- (2011) Preface to J.K-Theory 7. Journal of K-Theory. vol. 7 (3).
- (2011) Special Issue on motivic A1-homotopy theory. Journal of K-Theory. vol. 7 (3).
- (2011) Continuous group actions on profinite spaces. Journal of Pure and Applied Algebra. vol. 215 (5).
- (2011) Torsion algebraic cycles and étale cobordism. Advances in Mathematics. vol. 227 (2).
- (2008) Profinite Homotopy Theory. Documenta Mathematica. vol. 13.
- (2007) Stable étale realization and étale cobordism. Advances in Mathematics. vol. 214 (2).
Del av bok/rapport
- (2012) Some remarks on profinite completion of spaces. Galois-Teichmüller Theory and Arithmetic Geometry.