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| Status | Confirmed |
| Seminar Series | MATH-IHES |
| Subjects | math |
| Date | Monday 8 November 2021 |
| Time | 16:00 |
| Institute | IHES |
| Seminar Room | Amphithéâtre Léon Motchane |
| Speaker's Last Name | Fanoni |
| Speaker's First Name | Federica |
| Speaker's Email Address | |
| Speaker's Institution | CNRS et LAMA, Créteil |
| Title | Isospectral Hyperbolic Surfaces of Infinite Genus |
| Abstract | Two hyperbolic surfaces are said to be (length) isospectral if they have the same collection of lengths of primitive closed geodesics, counted with multiplicity (i.e. if they have the same length spectrum). For closed surfaces, there is an upper bound on the size of isospectral hyperbolic structures depending only on the topology. We will show that the situation is very different for infinite-type surfaces, by constructing large families of isospectral hyperbolic structures on surfaces of infinite genus. |
| arXiv Preprint Number | |
| Comments | Séminaire Géométrie et groupes discrets |
| Attachments |
To Generate a poster for this seminar : [ Postscript | PDF ]
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