BoMA - Bulletin of the Manifold Atlas

Bulletin of the Manifold Atlas Project

Manifold Atlas Project

Max-Planck-Institute For Mathematics

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Selman Akbulut
- Gluck construction
Diarmuid Crowley
- Hirzebruch surfaces
- 5-manifolds: 1-connected
- Microbundle
Pierre de la Harpe
- Brouwer degree, domination of manifolds, and groups presentable by products
Hansjörg Geiges
- Contact manifold
Henning Hohnhold
- Super manifolds: an incomplete survey
Karlheinz Knapp
- Wu class
Ulrich Koschorke
- Embedding
- Immersion
Matthias Kreck
- Hirzebruch surfaces
- Microbundle
- Orientation of manifolds
- Fundamental class
- Orientation covering
Wolfgang Lück
- Aspherical manifolds
Clara Löh
- Simplicial volume
- Cubical simplicial volume
Tibor Macko
- Fake lens spaces
Lennart Meier
- Hilbert manifold
Taras Panov
- Formal group laws and genera
- Bordism
- Complex bordism
Christian Plankl
- Cubical simplicial volume
Hans-Bert Rademacher
- Totally geodesic submanifold
Yuli Ruyak
- Orientation of manifolds in generalized cohomology theories
Stephan Stolz
- Super manifolds: an incomplete survey
Peter Teichner
- Super manifolds: an incomplete survey
Oleg Viro
- 1-manifolds
Klaus Volkert
- Lens spaces in dimension three: a history
- Poincaré's cube manifolds
- Poincaré's homology sphere
- Projective plane: a history
- Space forms: a history
- Poincaré's conjecture

Formal group laws and genera

Taras Panov

Abstract

The article reviews role of formal group laws in bordism theory.

Keywords

formal group law, bordism theory

Mathematical Subject Classification 2010

Primary: 55N22, 57R77

Publication

Received:	14th September 2010
Accepted:	4th January 2011
Published:	1st May 2011
Editor:	Peter Landweber