Twisted Alexander norms give lower bounds on the Thurston norm

Mathematics – Geometric Topology

Scientific paper

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24 pages, accepted for publicaton by the Transactions of the AMS

Scientific paper

We introduce twisted Alexander norms of a compact connected orientable 3-manifold with first Betti number bigger than one generalizing norms of McMullen and Turaev. We show that twisted Alexander norms give lower bounds on the Thurston norm of a 3-manifold. Using these we completely determine the Thurston norm of many 3-manifolds which can not be determined by norms of McMullen and Turaev.

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