Massimiliano Puglisi

collaborators

2 papers

math.DG2025

The Stolz' positive scalar curvature sequence for G-proper manifolds and depth-1 pseudomanifolds

Massimiliano Puglisi

This thesis revolves around the Stolz' positive scalar curvature sequence: in particular adapted to the context of (G, F)-spaces, i.e. proper G-spaces with isotropy groups belongin…

math.GT2024

Stolz Positive Scalar Curvature Structure Groups, Proper Actions and Equivariant 2-Types

Massimiliano Puglisi, Thomas Schick, Vito Felice Zenobi

In this note, we study equivariant versions of Stolz' $R$ -groups, the positive scalar curvature structure groups $R_{n}^{spin} (X)^{G}$ , for proper actions of discrete groups $G$ . W…