Sections of fiber bundles over surfaces

Mathematics – Geometric Topology

Scientific paper

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38 pages

Scientific paper

We study the existence problem and the enumeration problem for sections of
Serre fibrations over compact orientable surfaces. When the fundamental group
of the fiber is finite, a complete solution is given in terms of 2-dimensional
cohomology classes associated with certain irreducible representations of this
group. The proofs are based on Topological Quantum Field Theory.

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