3 citations · 3 across the 1 of their papers we have counts for
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Lie algebroids are curved Lie algebras
Damien Calaque, Ricardo Campos, Joost Nuiten
We show that there is an equivalence of -categories between Lie algebroids and certain kinds of curved Lie algebras. For this we develop a method to study the -cate…
An extension of Quillen's Theorem B
Ieke Moerdijk, Joost Nuiten
We prove a general version of Quillen's Theorem B, for actions of simplicial categories, in an arbitrary left Bousfield localization of the homotopy theory of simplicial presheaves…
Quillen cohomology of -categories
Yonatan Harpaz, Joost Nuiten, Matan Prasma
In this paper we study the homotopy theory of parameterized spectrum objects in the -category of -categories, as well as the Quillen cohomology of an $(\infty,…
The tangent bundle of a model category
Yonatan Harpaz, Joost Nuiten, Matan Prasma
This paper studies the homotopy theory of parameterized spectrum objects in a model category from a global point of view. More precisely, for a model category satisfy…
Koszul duality for Lie algebroids
Joost Nuiten
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we provide an equivalence between the homotopy theories of formal moduli problems an…