A Time-Dependent Formulation of Coupled-Cluster Theory for Many-Fermion Systems at Finite Temperature (vol 14, pg 5690, 2018)

White Alec F.; Chan Garnet Kin-Lic

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A Time-Dependent Formulation of Coupled-Cluster Theory for Many-Fermion Systems at Finite Temperature (vol 14, pg 5690, 2018)

机译：在有限温度下为许多费米子系统的耦合集群理论的时间依赖性制定（Vol 14，PG 5690,2018）

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《Journal of chemical theory and computation: JCTC》 |2019年第4期|共1页
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White Alec F.; Chan Garnet Kin-Lic;
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中图分类化学键的量子力学理论;化学;
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1. A Time-Dependent Formulation of Coupled-Cluster Theory for Many-Fermion Systems at Finite Temperature (vol 14, pg 5690, 2018) [J] . White Alec F., Chan Garnet Kin-Lic Journal of chemical theory and computation: JCTC . 2019,第4期

机译：在有限温度下为许多费米子系统的耦合集群理论的时间依赖性制定（Vol 14，PG 5690,2018）
2. Reaching the Continuum Limit in Finite-Temperature Ab Initio Field-Theory Computations in Many-Fermion Systems [J] . He Yuan-Yao, Shi Hao, Zhang Shiwei Physical review letters . 2019,第13期

机译：多铁素体系统的有限温度从头算理论中达到连续谱极限
3. Finite-temperature-based time-dependent density-functional theory method for static electron correlation systems [J] . Yoshikawa Takeshi, Doi Toshiki, Nakai Hiromi The Journal of Chemical Physics . 2020,第24期

机译：基于有限温度的静态电子相关系统的时间依赖性密度功能理论方法
4. Constrained Variational Response to Fock-Space Multi-Reference Coupled-Cluster Theory: Formulation for Excited-State Electronic Structure Calculations and Some Pilot Applications [C] . Prashant Uday Manohar, Sourav Pal International Conference of Computational Methods in Sciences and Engineering 2007(ICCMSE 2007); 20070925-30; Corfu(GR) . 2007

机译：对Fock-Space多参考耦合簇理论的约束变分响应：激发态电子结构计算的公式和一些试验应用
5. Coupled-cluster methods for open-shell molecular and other many-fermion systems. [D] . Gour, Jeffrey R. 2010

机译：开壳分子和其他许多费米子体系的耦合簇方法。
6. Validation and application of an intervertebral disc finite element model utilizing independently constructed tissue-level constitutive formulations that are nonlinear anisotropic and time-dependent [O] . Nathan T. Jacobs, Daniel H. Cortes, John M. Peloquin, -1

机译：椎间盘有限元模型的验证和应用该模型使用独立构造的非线性各向异性和时间相关的组织水平本构关系
7. Correction to A Time-Dependent Formulation of Coupled-Cluster Theory for Many-Fermion Systems at Finite Temperature [O] . Alec F. White, Garnet Kin-Lic Chan 2019

机译：在有限温度下对许多FERMION系统的耦合集群理论对时间依赖性制定的校正

A Time-Dependent Formulation of Coupled-Cluster Theory for Many-Fermion Systems at Finite Temperature (vol 14, pg 5690, 2018)

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