Publication: Research - peer-review › Article in proceedings

- http://www.ams.org/books/conm/639/12820/conm639-12820.pdf
Final published version

- 10.1090/conm/639/12820
Final published version

- Subhojoy GuptaSubhojoy Gupta

Given a hyperbolic surface and a simple closed geodesic on it, complex-twists along the curve produce a holomorphic family of deformations in Teichmuller space, degenerating to the Riemann surface where it is pinched. We show there is a corresponding Teichmuller disk such that the two are strongly asymptotic, in the Teichmuller metric, around the noded Riemann surface. We establish a similar comparison with plumbing deformations that open the node.

Original language | English |
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Title of host publication | Geometry, Groups and Dynamics |

Editors | CS Aravinda, WM Goldman, K Gongopadhyay, A Lubotzky, M Mj, A Weaver |

Number of pages | 17 |

Publisher | American Mathematical Society |

Publication year | 2015 |

Pages | 271-287 |

ISBN (print) | 978-0-8218-9882-6 |

ISBN (electronic) | 978-1-4704-2343-8 |

DOIs | |

State | Published - 2015 |

Event | Conference on the ICTS Program: Groups, Geometry and Dynamics (GGD 2012) - India |

Conference | Conference on the ICTS Program: Groups, Geometry and Dynamics (GGD 2012) |
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Land | India |

Periode | 03/12/2012 → 16/12/2012 |

Series | Contemporary Mathematics |
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Volume | 639 |

ISSN | 0271-4132 |

- Complex earthquakes, Teichmuller disks, quasiconformal maps, SURFACES

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