物性研究

Optimizing the Hartree-Fock orbitals by the DMRG(1)(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Hong‐Gang Luo, Mingpu Qin, Tao Xiang

Published Mar 5, 2011• 0 citations

Related papers

Time-dependent DMRG study of orbital-degenerate Hubbard model(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

ヒロアキオオニシ

物性研究Mar 5, 20110 citations

DMRG Spectral-functions for the Anderson-Impurity-Model(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Robert Peters

物性研究Mar 5, 20110 citations

Investigation of Luttinger liquids with DMRG and TEBD methods(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Eric Jeckelmann, Alex Cojuhovschi, Malcolm Einhellinger +1 more

物性研究Mar 5, 20110 citations

Renormalization of tensor-network states(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Tao Xiang, Hui‐Hai Zhao, Q. N. Chen +3 more

物性研究Mar 5, 20110 citations

Quantum Monte Carlo simulation with Tensor Network States(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Ling Wang, Frank Verstraete

物性研究Mar 5, 20110 citations

Finite temperature spectral functions using the time-dependent DMRG(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)

Adrian E. Feiguin

物性研究Mar 5, 20110 citations