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Horocycle dynamics : new invariants and eigenform loci in the stratum H(1, 1)
We study dynamics of the horocycle flow on strata of translation surfaces, introduce new invariants for ergodic measures, and analyze the interaction of the horocycle flow and real Rel surgeries. We use this analysis to complete and extend results of Calta and Wortman classifying horocycle-invariant...
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| Main Authors : | , , |
|---|---|
| Format : | Book |
| Language : | anglais |
| Title statement : | Horocycle dynamics : new invariants and eigenform loci in the stratum H(1, 1) / Matt Bainbridge, John Smillie, Barak Weiss |
| Published : |
Providence (R.I.) :
American Mathematical Society
, 2022 |
| Physical Description : | 1 vol. (V-100 p.) |
| Series : | Memoirs of the American Mathematical Society ; 1384 |
| Subjects : | |
| Related Items : | Additional physical form:
Horocycle dynamics : new invariants and eigenform loci in the stratum H(1, 1) |
Bib. CRDM (Mathématiques)
| Location | Call Number | Loan type | Status |
|---|---|---|---|
| Bibliothèque | Mem/1384 | Prêt sans prolongation | Available |