Minimal models for non-nilpotent spaces.
Minimal Models of Loop spaces and suspensions.
Minimal models of oriented Grassmannians and applications
Minimal resolutions and other minimal models.
In many situations, minimal models are used as representatives of homotopy types. In this paper we state this fact as an equivalence of categories. This equivalence follows from an axiomatic definition of minimal objects. We see that this definition includes examples such as minimal resolutions of Eilenberg-Nakayama-Tate, minimal fiber spaces of Kan and Λ-minimal Λ-extensions of Halperin. For the first one, this is done by generalizing the construction of minimal resolutions of modules to complexes....
Mixed Hodge Structures on the Homotopy of Links.
Mod p loop space homology.
Moduli spaces for fundamental groups and Link invariants derived from the lower central series.