V. Kharchenko

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19992007

U_{q} (sl_{n + 1}) .

3 citations · 5 across the 2 of their papers we have counts for

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math.QA2007★ 3 cited

Right coideal subalgebras in $U_{q} (sl_{n + 1}) .$

V. Kharchenko, A. V. Lara Sagahon

We offer a complete classification of right coideal subalgebras which contain all group-like elements for the multiparameter version of the quantum group $U_{q} (sl_{n + 1})$ …

math.QA2007★ 2 cited

On right coideal subalgebras

V. K. Kharchenko

Let $H$ be a character Hopf algebra. Every right coideal subalgebra that contains the coradical has a PBW-basis which can be extended up to a PBW-basis of $H .$

Right coideal subalgebras in Uq​(sln+1​).

On right coideal subalgebras

Right coideal subalgebras in $U_{q} (sl_{n + 1}) .$