标题： 强关联体系的Ginzburg-Landau-Wilson理论 II：解析和后反应结果 显示英文标题

标题： Ginzburg-Landau-Wilson theory for strongly correlated systems II: analytic and backreacted results

摘要： 我们研究全息费米子谱函数上的对称性破缺效应。 我们通过考虑各种类型的洛伦兹对称性破缺序参数场，得到了探针极限下费米子格林函数的解析表达式。 这些解析结果与数值结果一致。 我们还研究了费米子成分的选择，这被称为全息量子化。 我们发现，在$AdS_5$中没有谱对偶性，而$AdS_4$中存在。 我们确定了每个格林函数中观察到的形状和奇异性类型。 我们最终在完整的背景反应情况下计算了费米子的谱函数，并将其与解析结果进行比较，以展示解析结果在探针极限下的可靠性。 显示英文摘要

摘要： We investigate the symmetry-breaking effect on the spectral function of holographic fermions. We found analytic expressions of fermion Green's functions in the probe-limit by considering various types of Lorentz symmetry breaking order parameter fields. These analytic results agree with numerical results. We also study the effect of choices of fermion components, which is known as holographic quantization. We find that there are no spectral dualities in $AdS_5$ unlike in $AdS_4$. We determined the shapes and singularity types observed in each Green's function. We finally calculate the fermions spectral function in the full backreacted background and then compare it with the analytic results to show the reliability of analytic results in the probe limit.