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Correlation functions of descendants in the scaling Lee--Yang model | | V.A. Belavin
; O.V. Miroshnichenko
; | | Date: |
11 Nov 2005 | | Affiliation: | Moscow, ITEP), O.V. Miroshnichenko (Landau Inst. | | Abstract: | Correlation functions of the composite field $Tar{T}$ in the scaling Lee--Yang model are studied. Using the analytic expression for form factors of this operator recently proposed by Delfino and Niccoli cite{DN}, we show numerically that the constraints on the $Tar{T}$ expectation values obtained in cite{AZ_VEVTT} and the additional requirement of asymptotic behavior lead to a perfect agreement with the ultraviolet asymptotic predicted by the conformal perturbation theory. | | Source: | arXiv, hep-th/0511128 | | Services: | Forum | Review | PDF | Favorites | |
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