Álgebra y Geometría

Jueves 3 de diciembre de 2020
10:00hrs

En línea (Google Meet)


Imparte(n)

  • Susanna Zimmermann
    (Université d'Angers)

Responsable(s):

  • Carlos Alfonso Cabrera Ocañas
  • Julie Decaup

Resumen:

Consider the n-dimensional projective space over some finite field and its set of rational points. We can permute the rational points any way we want. But is any permutation induced by a polynomial self-map of the projective space? This problem is still not completely solved...


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