Abstract |
In this paper our aim is to explain an explicit and relatively simple
construction of some symplectic Lefschetz fibrations on the disk cotangent
bundle of an arbitrary compact two dimensional manifold.
Morally, the construction is inspired by the idea of complexifying a given Morse
function on the 2-manifold.
The paper is meant to give a treatment of a simple case in [J09],
with extra focus on examples and concrete constructions.
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