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arxiv: 1106.4595 · v2 · pith:B3KPYEQ7new · submitted 2011-06-22 · 🧮 math.GT · math.AG· math.GR

Rigidity of Fibering

classification 🧮 math.GT math.AGmath.GR
keywords fiberinggroup-theoreticmanifoldsquestionauthorbasecasesdescribed
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Given a manifold M, it is natural to ask in how many ways it fibers (we mean fibering in a general way, where the base might be an orbifold -- this could be described as Seifert fibering)There are group-theoretic obstructions to the existence of even one fibering, and in some cases (such as Kahler manifolds or three-dimensional manifolds) the question reduces to a group-theoretic question. In this note we summarize the author's state of knowledge of the subject.

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