I. Ip

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20102026

most citedPositive Representations of Split Real Simply-laced Quantum Groups

26 citations · 71 across the 21 of their papers we have counts for

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math.RT2014★ 4 cited

On tensor products of positive representations of split real quantum Borel subalgebra $U_{q q ~} (b_{R})$

Ivan Chi-Ho Ip

We studied the positive representations $P_{λ}$ of split real quantum groups $U_{q q ~} (g_{R})$ restricted to the Borel subalgebra $U_{q q ~} (b_{R})$ . We proved that the restri…

On tensor products of positive representations of split real quantum Borel subalgebra Uqq~​​(bR​)

On tensor products of positive representations of split real quantum Borel subalgebra $U_{q q ~} (b_{R})$