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Low-complexity method for large-scale self-consistent ab initio electronic structure calculations without localization

机译:低复杂度的大规模无一致性从头算电子结构计算方法

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摘要

A low-complexity method to perform self-consistent electronic structure calculations using the Kohn-Sham formalism of density functional theory is presented. Localization constraints are neither imposed nor required, thereby allowing direct comparison with conventional cubically scaling algorithms. To our knowledge, the method has, to date, the lowest complexity of any algorithm for an exact calculation. A simple one-dimensional model system is used to thoroughly test the numerical stability of the algorithm and results for real physical systems are also given.
机译:提出了一种使用密度泛函理论的Kohn-Sham形式主义进行自洽电子结构计算的低复杂度方法。既不施加也不要求本地化约束,从而允许与常规的立方缩放算法直接比较。据我们所知,迄今为止,该方法的精确度是所有算法中最低的。一个简单的一维模型系统被用来彻底测试算法的数值稳定性,并给出了实际物理系统的结果。

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