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20102024
most citedA Version of the Goldman-Millson Theorem for Filtered L-infinity Algebras

9 citations · 31 across the 14 of their papers we have counts for

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Showing 2014Show all

5 papers · 1 filter

math.KT2014

A Direct Computation of the Cohomology of the Braces Operad

Vasily A. Dolgushev, Thomas H. Willwacher

We give a self-contained and purely combinatorial proof of the well known fact that the cohomology of the braces operad is the operad governing Gerstenhaber algebras…

math.AT2014★ 9 cited

A Version of the Goldman-Millson Theorem for Filtered L-infinity Algebras

Vasily A. Dolgushev, Christopher L. Rogers

In this paper we consider -algebras equipped with complete descending filtrations. We prove that, under some mild conditions, an quasi-isomorphism $U: L \t…

math.CT2014

What do homotopy algebras form?

Vasily A. Dolgushev, Alexander E. Hoffnung, Christopher L. Rogers

In paper arXiv:1406.1744, we constructed a symmetric monoidal category whose objects are shifted (and filtered) L-infinity algebras. Here, we fix a cooperad and show…

math.CT2014★ 8 cited

On an enhancement of the category of shifted L-infinity algebras

Vasily A. Dolgushev, Christopher L. Rogers

We construct a symmetric monoidal category whose objects are shifted L-infinity algebras equipped with a complete descending filtration. Morphisms of this category are "…

math.KT2014★ 4 cited

Tamarkin's construction is equivariant with respect to the action of the Grothendieck-Teichmueller group

Vasily Dolgushev, Brian Paljug

Recall that Tamarkin's construction arXiv:math/9803025, arXiv:math/0003052 gives us a map from the set of Drinfeld associators to the set of homotopy classes of L-infinity quasi-is…