Quantum affine algebra
id:
quantum-affine-algebra-323-12029232
title:
Quantum affine algebra
text:
In mathematics, a quantum affine algebra is a Hopf algebra that is a q-deformation of the universal enveloping algebra of an affine Lie algebra. They were introduced independently by Drinfeld (1985) and Jimbo (1985) as a special case of their general construction of a quantum group from a Cartan matrix. One of their principal applications has been to the theory of solvable lattice models in quantum statistical mechanics, where the Yang–Baxter equation occurs with a spectral parameter. Combinator
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encyclopedia
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https://en.wikipedia.org/wiki/Quantum_affine_algebra
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date modified:
2021-02-02T14:37:07Z
main entity:
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13
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