Matching Tag: elliptic-quantum-groups
Let g {\bf g} g A 2 n ( 2 ) A_{2n}^{(2)} A 2 n ( 2 ) A 2 n − 1 ( 2 ) A_{2n-1}^{(2)} A 2 n − 1 ( 2 ) G 2 ( 1 ) G_2^{(1)} G 2 ( 1 ) R ( λ ) {\cal R}(\lambda) R ( λ )
Let L ^ + ( v ) ∈ End ( C N ) ⊗ U q , p ( s l ^ N ) \widehat{L}^+(v)\in\operatorname{End}(\mathbb{C}^N)\otimes U_{q,p}(\widehat{\mathfrak{sl}}_N) L + ( v ) ∈ End ( C N ) ⊗ U q , p ( sl N ) R + ( v , P ) R^+(v,P) R + ( v , P )
Elliptic quantum group and geometric representation conjectures. (1) Vertex operators of U q , p ( g ^ ) U_{q,p}(\widehat{\mathfrak g}) U q , p ( g ) U t 1 , t 2 , p ( g t o r ) U_{t_1,t_2,p}(\mathfrak g_{tor}) U t 1 , t 2 , p ( g t or )
Let U q , p ( [ . . . ? ? ] U_{q,p}([...??] U q , p ([ ... ??] L L L [ . . . ? ? ] [...??] [ ... ??] [ . . . ? ? ] [...??] [ ... ??]
