2022
DOI: 10.1016/j.nuclphysb.2022.115989
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CFT approach to constraint operators for (β-deformed) hermitian one-matrix models

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Cited by 16 publications
(2 citation statements)
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“…Like in the case of negative m, for one particular value m = 2 there is a known one-matrix model realization [32,65]. In this case, this is the Hermitian matrix model in the external field Λ [56]:…”
Section: Model With M =mentioning
confidence: 99%
“…Like in the case of negative m, for one particular value m = 2 there is a known one-matrix model realization [32,65]. In this case, this is the Hermitian matrix model in the external field Λ [56]:…”
Section: Model With M =mentioning
confidence: 99%
“…From the commutation relations (3.1) it is clear that operators Fn complemented by Ŵ0 generate the whole "positive" part of the w 1+∞ algebra that correspond to Ôn,k with k < 0. These operators are associated to what was called the positive branch of the WLZZ models [25][26][27]. In order to come to the negative WLZZ branch, one has to make [1] the transformation of any operator Ô(z) in accordance with Ô(z) −→ −z −1 Ô(z −1 )z.…”
Section: Integer Raysmentioning
confidence: 99%