Adresse
Bernhard Hanke
Zentrum Mathematik der TUM
Boltzmannstr. 3
85748 Garching
hanke 'at' ma.tum.de
Lehre im SS 09 (LMU)
Lehre im WS 08/09 (LMU)
Publikationen und Preprints
-
Actions of finite p-groups on homology manifolds Proc. Camb. Phil. Soc. 131 (3) (2001), 473-486
-
Poincare duality and deformations of algebras Contemp. Math. 279 (2001),
129-133
-
Cycles, submanifolds and structures on normal bundles (mit Ch. Bohr and D. Kotschick), Manuscripta Math. 108 (2002), 483-494
-
Poincare duality in P.A. Smith theory (mit Ch. Allday and
V. Puppe), Proc. Amer. Math. Soc. 131 (10) (2003), 3275-3283
-
Inner products and Z/p-actions on Poincare duality spaces Forum Math. 15
(3) (2003), 439-454
-
Realization of equivariant chain complexes Topology 43 (2004), 717-723
-
Equivariant Gysin maps and pulling back fixed points
(mit V. Puppe), Trans. Amer. Math. Soc. 358 (2006), 687-702
-
Dissolving four manifolds and positive scalar curvature
(mit D. Kotschick and J. Wehrheim), Math. Z. 245 (3) (2003), 545-555
-
Enlargeability and index theory
(mit T. Schick), J. Differential Geom. 74 (2) (2006), 293-320
-
Geometric versus homotopy theoretic equivariant bordism,
Math. Ann. 332 (2005), 677-696
-
Positive scalar curvature with symmetry, J. Reine Angew. Math. 614 (2008), 73-115
-
Enlargeability and index theory: Infinite covers (mit T. Schick),
K-Theory 38 (1) (2007), 23-33
-
The strong Novikov conjecture for low degree cohomology (mit T. Schick), Geom. Dedicata 135 (2008), 119-127.
-
Coarse topology, enlargeability, and essentialness (mit D. Kotschick, J. Roe und T. Schick), Ann. Sci. Éc. Norm. Supér. (4) 41 (2008), 471-493.
-
Combinatorial Stokes formulas via minimal resolutions (mit R. Sanyal, C. Schultz und
G. Ziegler), J. Combin. Theory Ser. A. 116 (2) (2009), 404-420.
- The stable
free rank of symmetry of products of spheres, Invent. Math. 178 (2) (2009), 265-298.
-
Large and small group homology (mit M. Brunnbauer), Preprint (2009), erscheint in J. Topology.
Drittmittelprojekt
Allgemeinverständliche Arbeiten
Arbeitsgruppe Differentialgeometrie und Topologie
Bernhard Hanke, letzte Änderung am 25.9.2009