2 citations · 3 across the 4 of their papers we have counts for
5 papers
Persistent Cost of Lipschitz Maps
Francisco J. Gozzi, Manuela A. Cerdeiro, Pablo E. Riera
A -Lipschitz map between compact metric spaces induces a homomorphism of persistence modules on degree- Vietoris--Rips persistent homology. We define the per…
Representations of Compact Lie Groups of Low Cohomogeneity
Francisco J. Gozzi
We survey different tools to classify representations of compact Lie groups according to their cohomogeneity and apply these methods to the case of irreducible representations of c…
A Note On Polar Representations
Francisco J. Gozzi
We show how a polar representation of a compact connected Lie group can be linearly determined from its dimension and isotropy subgroup data in the general reducible case.
Representations with -reductions and quaternion-Kähler symmetric spaces
Claudio Gorodski, Francisco J. Gozzi
We classify non-polar irreducible representations of connected compact Lie groups whose orbit space is isometric to that of a representation of a finite extension of for…
Low Dimensional Polar Actions
Francisco J. Gozzi
Polar manifolds are Riemannian G-manifolds admitting a "section", i.e., a complete submanifold passing through every orbit and doing so orthogonally. We consider compact simply-con…