Projective Structures on a Hyperbolic 3-orbifold

Joan Porti Pique; Stephan Tillmann

Projective Structures on a Hyperbolic 3-orbifold

Joan Porti Pique, Stephan Tillmann

University of Sydney

Producción científica: Contribución a una revista › Artículo › Investigación › revisión exhaustiva

2 Citas (Scopus)

2 Descargas (Pure)

Resumen

We compute and analyse the moduli space of those real projective structures on a hyperbolic 3orbifold that are modelled on a single ideal tetrahedron in projective space. Parameterisations are given in terms of classical invariants, traces, and geometric invariants, cross ratios.

Idioma original	Inglés
Publicación	Acta Mathematica Vietnamica
Estado	Publicada - jun 2021

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https://ddd.uab.cat/record/256250

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https://www.scopus.com/pages/publications/85102509705

Invariantes locales y globales en geometria
Solanes Farres, G. (Investigador/a principal), Balacheff , F. N. (Co-Investigador/a Principal), Rubio Nuñez, R. (Colaborador/a), Gallego Gomez, E. (Investigador/a), Heusener, M. (Investigador/a), Marin Perez, D. (Investigador/a), Meersseman, L. (Investigador/a), Nicolau Reig, M. (Investigador/a), Porti Pique, J. (Investigador/a), Reventos Tarrida, A. (Investigador/a) & Mijares i Verdú, S. (Colaborador/a)
Ministerio de Ciencia e Innovación (MICINN), Fondo Europeo de Desarrollo Regional (FEDER)
1/01/19 → 30/09/22
Proyecto: Proyectos y Ayudas de Investigación

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title = "Projective Structures on a Hyperbolic 3-orbifold",

abstract = "We compute and analyse the moduli space of those real projective structures on a hyperbolic 3orbifold that are modelled on a single ideal tetrahedron in projective space. Parameterisations are given in terms of classical invariants, traces, and geometric invariants, cross ratios.",

author = "\{Porti Pique\}, Joan and Stephan Tillmann",

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language = "English",

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AU - Porti Pique, Joan

AU - Tillmann, Stephan

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N2 - We compute and analyse the moduli space of those real projective structures on a hyperbolic 3orbifold that are modelled on a single ideal tetrahedron in projective space. Parameterisations are given in terms of classical invariants, traces, and geometric invariants, cross ratios.

AB - We compute and analyse the moduli space of those real projective structures on a hyperbolic 3orbifold that are modelled on a single ideal tetrahedron in projective space. Parameterisations are given in terms of classical invariants, traces, and geometric invariants, cross ratios.

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Projective Structures on a Hyperbolic 3-orbifold

Resumen

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Otros archivos y enlaces

Huella

Proyectos

Invariantes locales y globales en geometria

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