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Truncated conformal space approach for perturbed Wess-Zumino-Witten SU(2)k models

机译:扰动的Wess-Zumino-Witten SU​​(2)k模型的截断共形空间方法

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摘要

We outline the application of the truncated conformal space approach (TCSA) to perturbations of SU(2)k Wess-Zumino-Witten theories. As examples of this methodology, we consider two distinct perturbations of SU(2)1 and one of SU(2)2. SU(2)1 is first perturbed by its spin-1/2 field, a model which is equivalent to the sine-Gordon model at a particular value of its coupling β. The sine-Gordon spectrum is correctly reproduced as well as the corresponding finite-size corrections. We next study SU(2)1 with a marginal current-current perturbation. The TCSA results can be matched to perturbation theory within an appropriate treatment of the UV divergences. We find however that these results do not match field theoretic computations on the same model performed with a Lorentz invariant regulator. Finally, we consider SU(2)2 perturbed by its spin-1 field, which is equivalent to three decoupled massive Majorana fermions. In this case as well the TCSA reproduces accurately the known spectrum.
机译:我们概述了截断的共形空间方法(TCSA)在SU(2)k Wess-Zumino-Witten理论的摄动中的应用。作为此方法的示例,我们考虑了SU(2)1的两个不同扰动和SU(2)2的一个扰动。 SU(2)1首先受到其spin / 1/2场的干扰,该模型在其耦合β的特定值下等效于正弦-戈登模型。正确地再现了正弦-戈登光谱以及相应的有限大小校正。接下来,我们以边际电流-电流扰动研究SU(2)1。 TCSA结果可以在适当处理紫外线发散的情况下与微扰理论相匹配。但是,我们发现这些结果与用Lorentz不变调节器执行的同一模型上的场理论计算不匹配。最后,我们考虑了SU(2)2受其spin-1场干扰,该场等于三个解耦的大型Majorana费米子。在这种情况下,TCSA也会准确地复制已知频谱。

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