- Conference date: 6-11 June 2005
- Location: Vaxjo (Sweden)
In these notes we associate a natural Heisenberg group bundle Ha with a singularity free smooth vector field X = (id,a) on a submanifold M in a Euclidean three‐space. This bundle yields naturally an infinite dimensional Heisenberg group . A representation of the C *‐group algebra of is a quantization. It causes a natural Weyl‐deformation quantization of X. The influence of the topological structure of M on this quantization is encoded in the Chern class of a canonical complex line bundle inside Ha .
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