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math.AT2022★ 1 cited
The Diffeomorphism Group of the Solid Closed Torus and Hochschild Homology
Lukas Müller, Lukas Woike
We prove that for a self-injective ribbon Grothendieck-Verdier category in the sense of Boyarchenko-Drinfeld the cyclic action on the Hochschild complex of $\mathcal{…
math.AT2019★ 3 cited
The Little Bundles Operad
Lukas Müller, Lukas Woike
Hurwitz spaces are homotopy quotients of the braid group action on the moduli space of principal bundles over a punctured plane. By considering a certain model for this homotopy qu…
math.AT2018
Equivariant Higher Hochschild Homology and Topological Field Theories
Lukas Müller, Lukas Woike
We present a version of higher Hochschild homology for spaces equipped with principal bundles for a structure group . As coefficients, we allow -algebras with -acti…