On PL deRham theory and rational homotopy type


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on rational homotopy theory via a model structure on dg-algebras (hence on objects dual to the dg-Lie algebras originally considered in Quillen 69).

Related references:


Generalization to equivariant rational homotopy theory (fundamental theorem of equivariant rational homotopy theory?):


The simplicial Algebra \nabla

The polynomial de Rham Theory

Multiplicative structure and the Eilenberg-Moore theorem

A Quillen Homotopy Theory for DG Algebras

Function Spaces for DG Algebras

The Homotopy Relation for DG Algebras

Minimal DG Algebras

The de Rham functors and their Adjoints

The Sullivan-de Rham Equivalence Therem

Proof of the Sullivan-de Rham Equivalence Therem

The Sullivan-de Rham Localization and Homotopy Theorems

category: reference

Last revised on September 25, 2020 at 13:53:31. See the history of this page for a list of all contributions to it.