Quantum lie algebra solitons
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Zuevsky, Alexander (2013). Quantum lie algebra solitons. Journal of Physics: Conference Series 474 ,
We construct a special type of quantum soliton solutions for quantized affine Toda models. The elements of the principal Heisenberg subalgebra in the affinised quantum Lie algebra are found. Their eigenoperators inside the quantized universal enveloping algebra for an affine Lie algebra are constructed to generate quantum soliton solutions.