H. Yamane

activity

19962026

most citedDrinfeld second realization of the quantum affine superalgebras of

D^{(1)} (2, 1; x)

via the Weyl groupoid

31 citations · 81 across the 20 of their papers we have counts for

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math.QA2018

Lowest positive almost central elements of $U_{q} (s l^{(1)} (n ∣ n))$ $(n \geq 2)$ , $U_{q} (s l^{(2)} (2 n ∣2 n))$ $(n \geq 2)$ and $U_{q} (s l^{(4)} (2 n + 1∣2 n + 1))$ $(n \geq 1)$ and their multi-parameter quantum affine superalgebras

Hiroyuki Yamane

Let $π : s l (n ∣ n) \to A (n - 1, n - 1)$ be the natural epimorphism of Lie superalgebra. Then $dim ker π = 1$ . Let $π^{(t)} : s l^{(t)} (n ∣ n) \to A^{(t)} (n - 1, n - 1)$ be the natural epimorphism, where…

Lowest positive almost central elements of Uq​(sl(1)(n∣n)) (n≥2), Uq​(sl(2)(2n∣2n)) (n≥2) and Uq​(sl(4)(2n+1∣2n+1)) (n≥1) and their multi-parameter quantum affine superalgebras

Lowest positive almost central elements of $U_{q} (s l^{(1)} (n ∣ n))$ $(n \geq 2)$ , $U_{q} (s l^{(2)} (2 n ∣2 n))$ $(n \geq 2)$ and $U_{q} (s l^{(4)} (2 n + 1∣2 n + 1))$ $(n \geq 1)$ and their multi-parameter quantum affine superalgebras