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The truncated polynomial expansion Monte Carlo method for fermion systems coupled to classical fields: a model independent implementation

机译:费米子系统耦合经典场的截断多项式展开蒙特卡罗方法:独立于模型的实现

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摘要

A software library is presented for the polynomial expansion method (PEM) of the density of states (DOS) introduced in [Y. Motome, N. Furukawa, J. Phys. Soc. Japan 68 (1999) 3853; N. Furukawa, Y. Motome, H. Nakata, Comput. Phys. Comm. 142 (2001) 410]. The library provides all necessary functions for the use of the PEM and its truncated version (TPEM) in a model independent way. The PEM/TPEM replaces the exact diagonalization of the one electron sector in models for fermions coupled to classical fields. The computational cost of the algorithm is O(N)-with N the number of lattice sites-for the TPEM [N. Furukawa, Y. Motome, J. Phys. Soc. Japan 73 (2004) 1482] which should be contrasted with the computational cost of the diagonalization technique that scales as O(N-4). The method is applied for the first time to a double exchange model with finite Hund coupling and also to diluted spin-fermion models.
机译:提出了一个软件库,用于[Y.]中介绍的状态密度(DOS)的多项式展开法(PEM)。 Motome,N。Furukawa,J。Phys。 Soc。日本68(1999)3853; N. Furukawa,Y。Motome,H。Nakata,计算机。物理通讯142(2001)410]。该库以独立于模型的方式提供了使用PEM及其截断版本(TPEM)所需的所有必要功能。在耦合到经典场的费米子模型中,PEM / TPEM代替了一个电子扇区的精确对角化。对于TPEM,该算法的计算成本为O(N)-N为晶格位点数[N.古河(Y.Motome),生理学杂志(J. Phys。) Soc。 Japan 73(2004)1482],应该与对角化技术的计算成本(O(N-4)的比例)进行对比。该方法首次应用于具有有限Hund耦合的双交换模型,也首次应用于稀释的自旋费米子模型。

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