On configuration spaces and Whitehouse's lifts of the Eulerian representations
arXiv:1808.04007
Abstract
S. Whitehouse's lifts of the Eulerian representations of to are reinterpreted, topologically and ring-theoretically, building on the first author's work on A. Ocneanu's theory of permutohedral blades.
Exposition improved; proof of Proposition 6 added. To appear in The Journal of Pure and Applied Algebra