5 citations · 8 across the 3 of their papers we have counts for
3 papers
math.QA2008★ 5 cited
A symmetric version of Kontsevich graph complex and Leibniz homology
Emily Burgunder
Kontsevich has proven that the Lie homology of the Lie algebra of symplectic vector fields can be computed in terms of the homology of a graph complex. We prove that the Leibniz ho…
math.RA2007★ 1 cited
Partial magmatic bialgebras
Emily Burgunder, Ralf Holtkamp
A partial magmatic bialgebra, (T;S)-magmatic bialgebra where T \subset S are subsets of the set of positive integers, is a vector space endowed with an n-ary operation for each n i…
math.QA2006★ 2 cited
Eulerian idempotent and Kashiwara-Vergne conjecture
Emily Burgunder
By using the interplay of the Eulerian idempotent and the Dynkin idempotent, we construct explicitly a particular symmetric solution (F,G) of the first equation of the Kashiwara-Ve…