Dynamical cocycles with values in the Artin braid group
By considering the way an n-tuple of points in the 2-disk are linked together under iteration of an orientation preserving diffeomorphism, we construct a dynamical cocycle with values in the Artin braid group. We study the asymptotic properties of this cocycle and derive a series of topological inva...
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| creator | Gambaudo, Jean-Marc Pécou, Élisabeth E |
| description | By considering the way an n-tuple of points in the 2-disk are linked together
under iteration of an orientation preserving diffeomorphism, we construct a
dynamical cocycle with values in the Artin braid group. We study the asymptotic
properties of this cocycle and derive a series of topological invariants for
the diffeomorphism which enjoy rich properties. |
| doi_str_mv | 10.48550/arxiv.math/9704230 |
| format | Article |
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under iteration of an orientation preserving diffeomorphism, we construct a
dynamical cocycle with values in the Artin braid group. We study the asymptotic
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under iteration of an orientation preserving diffeomorphism, we construct a
dynamical cocycle with values in the Artin braid group. We study the asymptotic
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under iteration of an orientation preserving diffeomorphism, we construct a
dynamical cocycle with values in the Artin braid group. We study the asymptotic
properties of this cocycle and derive a series of topological invariants for
the diffeomorphism which enjoy rich properties.</abstract><doi>10.48550/arxiv.math/9704230</doi><oa>free_for_read</oa></addata></record> |
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| subjects | Mathematics - Dynamical Systems |
| title | Dynamical cocycles with values in the Artin braid group |
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