The authors define an iota analogue of Feigin's map for universal iota quantum groups of split type and reduce the proof that it is an algebra homomorphism to quantum binomial identities.
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Analogue of Feigin's map on $\imath$quantum group of split type
The authors define an iota analogue of Feigin's map for universal iota quantum groups of split type and reduce the proof that it is an algebra homomorphism to quantum binomial identities.