Density matrix renormalization group algorithm and the two-dimensional t-J model

McCulloch IP.; Gulacsi M.; Bishop AR.

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Density matrix renormalization group algorithm and the two-dimensional t-J model

机译：密度矩阵重归一化组算法和二维t-J模型

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We describe in detail the application of the recent non-Abelian density matrix renormalization group (DMRG) algorithm to the two-dimensional t-J model. This extension of the DMRG algorithm allows us to keep the equivalent of twice as many basis states as the conventional DMRG algorithm for the same amount of computational effort, which permits a deeper understanding of the nature of the ground state. [References: 29]

机译：我们详细描述了最近的非阿贝尔密度矩阵重归一化组（DMRG）算法在二维t-J模型中的应用。 DMRG算法的这种扩展使我们可以在相同的计算量下保持相当于传统DMRG算法两倍的基本状态，从而可以更深入地了解基态的性质。 [参考：29]

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《Philosophical magazine, B. Physics of condensed matter, electronic, optical, and magnetic properties》 |2001年第10期|共11页
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McCulloch IP.; Gulacsi M.; Bishop AR.;
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1. Density matrix renormalization group algorithm and the two-dimensional t-J model [J] . McCulloch IP., Gulacsi M., Bishop AR. Philosophical magazine, B. Physics of condensed matter, electronic, optical, and magnetic properties . 2001,第10期

机译：密度矩阵重归一化组算法和二维t-J模型
2. Correlation and dimerization effects on the physical behavior of the NR_4[Ni(dmit)_2]_2 charge transfer salts: A density matrix renormalization group study of the quarter-filling t-J model [J] . Marie-Liesse Doublet, Marie-Bernadette Lepetit The Journal of Chemical Physics . 1999,第3期

机译：相关和二聚化对NR_4 [Ni（dmit）_2] _2电荷转移盐的物理行为的影响：四分之一填充t-J模型的密度矩阵重整化组研究
3. Density profiles, Casimir amplitudes, and critical exponents in the two-dimensional Potts model: A density-matrix renormalization study [J] . Carlon E., Igloi F. Physical Review, B. Condensed Matter . 1998,第13期

机译：二维Potts模型中的密度分布，Casimir振幅和临界指数：密度矩阵重新归一化研究
4. PARALLEL COMPUTING OF DIRECTLY-EXTENDED DENSITY-MATRIX RENORMALIZATION GROUP TO TWO-DIMENSIONAL STRONGLY CORRELATED QUANTUM SYSTEMS [C] . Susumu YAMADA, Masahiko Okumura, Masahiko MACHIDA IASTED International Conference on Parallel and Distributed Computing and Networks . 2008

机译：直接延伸密度 - 矩阵重新定位组直接计算二维强相相关量子系统
5. Perturbation Theories Based on the Density Matrix Renormalization Group [D] . Guo, Sheng. 2018

机译：基于密度矩阵重归一化群的摄动理论
6. Density matrix renormalization group pair-density functional theory (DMRG-PDFT): singlet–triplet gaps in polyacenes and polyacetylenes [O] . Prachi Sharma, Varinia Bernales, Stefan Knecht, 2019

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7. Study of quantum spin models on two-dimensional square lattice using entanglement renormalization method(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations) [O] . Lou Jie, Kawashima Naoki, Harada Kenji 2011

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Density matrix renormalization group algorithm and the two-dimensional t-J model

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