Branching rules for quantum toroidal gl (n)

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Feigin_2016_branching.pdf (466.99 KB)
Date
2013
Authors
Feigin, B.
Jimbo, M.
Miwa, T.
Mukhin, Eugene
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English
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Department of Mathematical Sciences, School of Science
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Abstract

We construct an analog of the subalgebra Ugl(n) ⊗ Ugl(m) ⊂ Ugl(m + n) in the setting of quantum toroidal algebras and study the restrictions of various representations to this subalgebra.

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mathematics, quantum algebra, mathematical physics
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Feigin, B., Jimbo, M., Miwa, T., & Mukhin, E. (2013). Branching rules for quantum toroidal gl (n). arXiv preprint arXiv:1309.2147.
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https://hdl.handle.net/1805/11359
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