Mathematics – Geometric Topology
Scientific paper
2007-09-20
Mathematics
Geometric Topology
27 pages, 12 figures
Scientific paper
The works of Donaldson and Mark make the structure of the Seiberg-Witten invariant of 3-manifolds clear. It corresponds to certain torsion type invariants counting flow lines and closed orbits of a gradient flow of a circle-valued Morse map on a 3-manifold. We study these invariants using the Morse-Novikov theory and Heegaard splitting for sutured manifolds, and make detailed computations for knot complements.
Goda Hiroshi
Matsuda Hiroshi
Pajitnov Andrei
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