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Numerical renormalization group approach to Green's functions for quantum impurity models

机译:量子杂质模型的格林函数的数值重归一化组方法

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摘要

We present a technique for the calculation of dynamical correlation functions of quantum impurity systems in equilibrium with Wilson's numerical renormalization group. Our formulation is based on a complete basis set of the Wilson chain. In contrast to all previous methods, it does not suffer from overcounting of excitations. By construction, it always fulfills sum rules for spectral functions. Furthermore, it accurately reproduces local thermodynamic expectation values, such as occupancy and magnetization, obtained directly from the numerical renormalization group calculations.
机译:我们提出了一种与威尔逊数值重归一化组处于平衡状态的量子杂质系统动力学相关函数的计算技术。我们的表述基于Wilson链的完整基础。与所有以前的方法相比,它不会遭受过多的激励。通过构造,它始终满足频谱函数的求和规则。此外,它可以精确地重现直接从数值重整化组计算中获得的局部热力学期望值,例如占用率和磁化强度。

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