Detalles de Evento

  • Inicio: 1 abril 2022 12:00
  • Final: 1 abril 2022 13:30
  • Categorías: ,

    • Where: Seminario 1
    Institution: Universidad de Liubliana, Eslovenia
    Speaker: Franc Forstnerič

Seminario de Geometría

Resumen: In a recent joint work with David Kalaj (2021), we introduced a new Finsler pseudometric on any domain in the real Euclidean space \(\mathbb R^n\) for \(n\ge 3\) defined in terms of conformal harmonic discs, by analogy with the Kobayashi pseudometric on complex manifolds. This "minimal pseudometric" describes the maximal rate of growth of hyperbolic conformal minimal surfaces in a given domain. On the unit ball, the minimal metric coincides with the classical Beltrami-Cayley-Klein metric. I will discuss sufficient geometric conditions for a domain to be (complete) hyperbolic, meaning that its minimal pseudometric is a (complete) metric.

Lugar: Seminario 1

Acceso Online: Sala EINSTEIN UGR. Para entrar en la reunión, pulse el siguiente enlace: https://oficinavirtual.ugr.es/redes/SOR/SALVEUGR/accesosala.jsp?IDSALA=22985530

Contraseña: 207295