Tesi etd-02062024-112323 |
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Tipo di tesi
Tesi di laurea magistrale
Autore
CAMPONOVO, SEBASTIAN MATIAS
URN
etd-02062024-112323
Titolo
Thurston’s Earthquake Theorem via Anti-de Sitter Geometry
Dipartimento
MATEMATICA
Corso di studi
MATEMATICA
Relatori
relatore Tamburelli, Andrea
Parole chiave
- antidesitter
- hyperbolicgeometry
Data inizio appello
23/02/2024
Consultabilità
Non consultabile
Data di rilascio
23/02/2064
Riassunto
In Riemannian geometry the most interesting geometry of constant sectional
curvature is the hyperbolic one; the analogous in Lorentzian geometry (as
in with constant negative curvature) is Anti-de Sitter geometry. The thesis
presents Anti-de Sitter (AdS) geometry in dimension 3 and its relationship
with the theory of earthquakes on hyperbolic surfaces.
curvature is the hyperbolic one; the analogous in Lorentzian geometry (as
in with constant negative curvature) is Anti-de Sitter geometry. The thesis
presents Anti-de Sitter (AdS) geometry in dimension 3 and its relationship
with the theory of earthquakes on hyperbolic surfaces.
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