activity
19982024
most citedAlgebraic invariants for homotopy types

17 citations · 83 across the 33 of their papers we have counts for

collaborators

42 papers

math.AT2024

A Model for the André-Quillen Cohomology of an -Category

David Blanc, Simona Paoli

We describe a comonad on -track categories, for each yielding an explicit cosimplicial abelian group model for the André-Quillen cohomology of an -category…

math.AT2024

Homotopy types of diagrams of chain complexes

David Blanc, Surojit Ghosh, Aziz Kharoof

We study the homotopy theory of diagrams of chain complexes over a field indexed by a finite poset, and show that it can be completely described in terms of appropriate diagrams of…

math.AT2023★ 1 cited

The algebra of higher homotopy operations

Samik Basu, David Blanc, Debasis Sen

We explain how the simplicial higher-order unstable homotopy operations defined in [BBS2] may be composed and inserted one in another, thus forming a coherent if complicated algebr…

math.AT2022

André-Quillen Cohomology and -invariants of simplicial categories

David Blanc, Nicholas Meadows

Using the Harpaz-Nuiten-Prasma interpretation of the Dwyer-Kan-Smith cohomology of a simplicial category , we obtain a cochain complex for the André-Quillen cohomology…

math.AT2022

Symmetric Configuration spaces of linkages

David Blanc, Nir Shvalb

A of a linkage is a possible positioning of in and the collection of all such forms the configuration space of . We here…

math.AT2022

Localization of -categories and spectral sequences

David Blanc, Nicholas Meadows

We describe two types of localization for -categories which determine the successive terms in the homotopy spectral sequence of a (co)simplicial object.