Emília Alves
Published 2020-02-10Version 1
In this paper we provide a characterization for a class of convex curves on the 3-sphere. More precisely, using a theorem that decomposes a locally convex curve on the 3-sphere as a pair of curves on the 2-sphere, one of which is locally convex and the other is an immersion, we are capable of completely characterize a class of convex curves on the 3-sphere.
Characterization of Y_2-equivalence for homology cylinders
Stratification by itineraries of spaces of locally convex curves
A characterization of Fuchsian actions by topological rigidity
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