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math.AT2020★ 2 cited
Cellularization for exceptional spherical space forms and the flag manifold of
Rocco Chirivi, Arthur Garnier, Mauro Spreafico
We construct an explicit equivariant cellular decomposition of the -sphere with respect to binary polyhedral groups, and describe the associated cellular homology chain com…
math.AT2017
Space Forms and Group Resolutions: the tetrahedral family
Rocco Chirivi', Mauro Spreafico
The orbit polytope for a finite group G acting linearly and freely on a sphere S is used to construct a cellularized fundamental domain for the action. A resolution of the integers…