Instituto Universitario de Oaxaca

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20212026

most citedOriented and unitary equivariant bordism of surfaces

1 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

collaborating institutions

3 papers

math.GR2026

Topological perspectives on the vanishing of some Bogomolov multipliers

Eric Samperton, Carlos Segovia

Since the 1980s, the Bogomolov multiplier of a finite group has been known to obstruct rationality in complex algebraic geometry, and more recently it is understood to be responsib…

math.GN2025★ 1 cited

On transitive and homogeneous binary $G$ -spaces

Pavel S. Gevorgyan, Quitzeh Morales Melendez

In this paper, the notions of transitivity and homogeneity in binary $G$ -spaces are studied. These notions coincide for distributive binary $G$ -spaces. For compact $G$ , it is shown…

math.AT2021★ 1 cited

Oriented and unitary equivariant bordism of surfaces

Andrés Angel, Eric Samperton, Carlos Segovia +1

Fix a finite group $G$ . We study $Ω_{2}^{S O, G}$ and $Ω_{2}^{U, G}$ , the unitary and oriented bordism groups of smooth $G$ -equivariant compact surfaces, respectively, and we calculate th…

Topological perspectives on the vanishing of some Bogomolov multipliers

On transitive and homogeneous binary G-spaces

Oriented and unitary equivariant bordism of surfaces

On transitive and homogeneous binary $G$ -spaces