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The Chiral Space of Local Operators in SU(2)-Invariant Thirring Model

机译:SU(2)-不变递推模型中局部算子的手性空间

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The space of local operators in the SU(2) invariant Thirring model (SU(2) ITM) is studied by the form factor bootstrap method. By constructing sets of form factors explicitly we define a susbspace of operators which has the same character as the level one integrable highest weight representation of . This makes a correspondence between this subspace and the chiral space of local operators in the underlying conformal field theory, the su(2) Wess-Zumino-Witten model at level one.
机译:通过形状因子自举方法研究SU(2)不变Thirring模型(SU(2)ITM)中局部算子的空间。通过明确构造形状因子集,我们定义了一个运算符空间,该空间具有与的第一级可积最高权重表示相同的特征。这使子空间与基础保形场理论su(2)Wess-Zumino-Witten模型在第一层中的局部算子的手性空间相对应。

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