33 citations · 238 across the 41 of their papers we have counts for
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math.RA2020★ 10 cited
A new invariant for finite dimensional Leibniz/Lie algebras
A. L. Agore, G. Militaru
For an -dimensional Leibniz/Lie algebra over a field we introduce a new invariant , called the \emph{universal algebra} of $\mathf…
math.RA2020★ 12 cited
-universal Hopf algebras (co)acting on -algebras
Ana Agore, Alexey Gordienko, Joost Vercruysse
We develop a theory which unifies the universal (co)acting bi/Hopf algebras as studied by Sweedler, Manin and Tambara with the recently introduced \cite{AGV1} bi/Hopf-algebras that…