Quaternioni sul conero

Slice-quaternionic Hopf surfaces

Daniele Angella (Dipartimento di Matematica e Informatica "Ulisse Dini", Università di Firenze)

8 sep 2017 -- 15:00

Ancona

Abstract.

We construct slice-quaternionic Hopf surfaces, namely, manifolds whose universal cover is the quaternionic punctured 2-dimensional plane and whose fundamental group is infinite cyclic. In other words, this gives slice-quaternionic structures on S¹ × S^7: we study their group of automorphisms and their deformations. Joint work with Cinzia Bisi.

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