Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
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G. Bargagnati - A. Casali - F. Milizia - M. Moraschini

Minimal volume entropy of mapping tori over 3-manifolds

created by moraschini on 17 Nov 2025

[BibTeX]

preprint

Inserted: 17 nov 2025
Last Updated: 17 nov 2025

Year: 2025

ArXiv: 2509.17851 PDF

Abstract:

We prove that the minimal volume entropy of mapping tori over oriented closed smooth $3$-manifolds vanishes. Our approach uses a variation of the amenable category and a suitable version of the minimal volume entropy of a homology class introduced by Babenko and Sabourau.

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