Apl. Prof. Dr. Michael Joachim
Address:
Fachbereich Mathematik und Informatik
Westfälische Wilhelms-Universität Münster
Einsteinstr. 62, 48149 Münster, Germany
+49-251-83-32735 (phone)
+49-251-83-38370 (fax)
Office: 508 (office hours: tuesdays 11-12)
Email: joachim (at) math.uni-muenster.de
Teaching (WS 2013/2014):
(For previous teaching see here.)
Preprints:
Publications:
-
An enrichment of KK-theory over the category of symmetric spectra,
with Stephan Stolz, Münster J. of Math. 2, (2009), 143–182.
© 2009 Münster J. of Math. PDF-File
- Exotic spheres and curvature,
with David Wraith, Bull. AMS 45, (2008), 595–616.
© 2008 American Matheamatical Society PDF-File
-
Basic Bundle Theory and K-Cohomology Invariants,
with Dale Husemöller, Branislav Jurco and
Martin Schottenloher,
Lect. Notes Phys. 726
© 2007 Springer Verlag PDF-File
-
Realizing
Kasparovs KK-groups as the homotopy classes of maps of a Quillen Model Category,
with Mark W. Johnson
, Contemp. Math. 399 (2006), 163--197.
© 2006 Amercian Mathematical Society PS-File,
PDF-File
-
Toral classes and the Gromov-Lawson-Rosenberg Conjecture for elementary abelian 2-groups,
Arch. Math. (Basel) 83 (2004), 461--466.
© 2004 Birkäuser Verlag PDF-File
- Higher coherences in equivariant K-theory,
in: Structured Ring Spectra,
London Mathematical Society Lecture Notes
315 (2004), 87--114.
© 2004 Cambridge University Press
PS-File
- Classifying spaces and spectra representing the K-theory
of a graded C*-algebra,
with Ulrich Bunke and
Stephan Stolz,
in: High-dimensional manifold topology
(2003), 80--114.
© 2004 World Sci. Publishing
PS-File
-
Unbounded Fredholm operators and K-theory,
in High-dimensional manifold topology
(2003), 177--199.
© 2004 World Sci. Publishing
PS-File
-
K-homology of C*-categories and symmetric
spectra representing K-homology,
Mathematische Annalen 327 (2003), 641--670.
© 2003 Springer Verlag
PDF-File
- A symmetric ring spectrum representing KO-theory,
Topology 40 (2001), 299-308.
© 2001 Elsevier Science Ltd.
-
Positive and negative results concerning the
Gromov-Lawson-Rosenberg conjecture,
with Thomas Schick
Contemp. Math. 258 (2000), 213--226.
© 2000 American Mathematical Society
-
The twisted Atiyah orientation and manifolds
whose universal cover is spin,
Notre Dame Ph.D. Thesis (1997)
© 1997 Michael Joachim
Last modified: 10.10.11