Virtual fibering conjecture for 3-manifolds
Let be an orientable, irreducible closed -manifold with infinite fundamental group. Virtual fibering conjecture. has a finite cover that fibers over the circle. This is the virtual fibering formulation among the conjectures listed in the introduction; the source provides no resolution status.
References
Primary source
Tim D. Cochran and Joseph D. Masters, “The Growth Rate of the First Betti Number in Abelian Covers of 3-Manifolds”, arXiv:math/0508294 (2005).
Additional references
2 papers in this index state this conjecture (2001–2005). The statement above is taken from the most recent of them; the others are arXiv:math/0102104.
Progress summary
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Solutions 0
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