Browsing by Subject "quantization"

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    Towards trigonometric deformation of 𝔰𝔩ˆ2 coset VOA
    (AIP, 2019) Feigin, B.; Jimbo, M.; Mukhin, E.; Mathematical Sciences, School of Science
    We discuss the quantization of the 𝔰𝔩ˆ2 coset vertex operator algebra 𝒲D(2,1;α) using the bosonization technique. We show that after quantization, there exist three families of commuting integrals of motion coming from three copies of the quantum toroidal algebra associated with 𝔤𝔩2.