superbialgebra

super- +‎ bialgebra

superbialgebra (plural superbialgebras)

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   • 2016, A. Eghbali, A. Rezaei-Aghdam, “Lie superbialgebra structures on the Lie superalgebra ${\displaystyle ({\cal {C}}^{3}+{\cal {A}})}$ and deformation of related integrable Hamiltonian systems”, in arXiv‎:

     Then, by making use of the automorphism supergroup of the Lie superalgebra ${\displaystyle ({\cal {C}}^{3}+{\cal {A}})}$, the Lie superbialgebra structures on the Lie superalgebra ${\displaystyle ({\cal {C}}^{3}+{\cal {A}})}$ are obtained and classified into inequivalent 31 families.