Conferences / Workshops

 

Growth and Mahler measures in geometry and topology

01 July - 05 July 2013

The goal of the workshop is to bring together geometers, topologists and number theorists with the aim of exploring connections between low-dimensional geometry and topology and number theory. In the focus are topics such as growth of fundamental groups of low-dimensional space forms, cohomological torsion growth,entropy of surface automorphisms, geometry of Teichmüller space, Mahler measures of A-polynomials and volumes of hyperbolic knots and manifolds. Closely related are developments in quantum topology and quantum knot invariants.

Key words: Growth, Mahler measure; hyperbolic manifolds; mapping class theory;
Teichmüller theory, knot polynomials; Betti numbers, hyperbolic volume; Salem numbers, Lehmers problem

Participation and presentations by invitation only.
Organizers
Eriko Hironaka
Florida State University
Ruth Kellerhals
Université de Fribourg

Warning regarding possible accommodation scam

It has come to our knowledge that someone posing as a representative for Institut Mittag-Leffler and the organisers of our summer conferences 2019, has been contacting participants regarding accommodation.

This is not supported by the institute or our organisers, and we would like to warn anyone being contacted in this matter to not share any credit card or personal details.

Please contact the administration at Institut Mittag-Leffler if any questions would arise.