A decomposition Theorem for pointed braided Hopf algebras
A decomposition Theorem for pointed braided Hopf algebras
A known fundamental Theorem for braided pointed Hopf algebras states that for each coideal subalgebra, that fulfills a few properties, there is an associated quotient coalgebra right module such that the braided Hopf algebra can be decomposed into a tensor product of these two. Often one considers braided Hopf algebras …