Gijs Heuts

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20112026

most citedTwo models for the homotopy theory of

\infty

-operads

18 citations · 52 across the 13 of their papers we have counts for

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math.AT2024★ 2 cited

Koszul duality and a conjecture of Francis-Gaitsgory

Gijs Heuts

Koszul duality is a fundamental correspondence between algebras for an operad $O$ and coalgebras for its dual cooperad $B O$ , built from $O$ using the…

math.AT2024

Formality of $E_{n}$ -algebras and cochains on spheres

Gijs Heuts, Markus Land

We study the loop and suspension functors on the category of augmented $E_{n}$ -algebras. One application is to the formality of the cochain algebra of the $n$ -sphere. We sho…

Koszul duality and a conjecture of Francis-Gaitsgory

Formality of En​-algebras and cochains on spheres

Formality of $E_{n}$ -algebras and cochains on spheres