Homotopical Aspects of Commutative Algebras II: Freeness Conditions for Quadratic Modules
This article investigates the homotopy theory of simplicial commutative algebras with a view to homological applications.
arXiv subjects
Publications and source records attributed to E. Ulualan.
This article investigates the homotopy theory of simplicial commutative algebras with a view to homological applications.
In this work, we show that the forgetful functor from the category of Baues's quadratic modules to that of nil(2)-modules is a bifibration.
We give an alternative description of the top algebra of the free crossed square of algebras on 2-construction data in terms of tensors and coproducts of crossed modules of commutative algebras.
This article investigates the homotopy theory of simplicial commutative algebras with a view to homological applications.
We explore the relations among quadratic modules, 2-crossed modules, crossed squares and simplicial groups with Moore complex of length 2.