Pretty rational models for Poincaré duality pairs

Abstract

We prove that a large class of Poincaré duality pairs admit rational models (in the sense of Sullivan) of a particularly nice form associated to some Poincaré duality CDGA. These models have applications in particular to the construction of rational models of configuration spaces in compact manifolds with boundary.

18 pages

References in corpus (2)

• Algebraic models of Poincare embeddings
• A remarkable DG-module model for configuration spaces