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Classical Quantization of Time-Dependent Hartree-Fock Solutions by Coherent-State Path Integrals

机译：基于相干态路径积分的时变Hartree-Fock解的经典量化

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摘要

We investigate a classical (Bohr-Sommerfeld like) quantization for the time-dependent Hartree-Fock solutions by extending the idea of the quantized periodic-orbit theory developed by Gutzwiller and Dashen, et al., to path integrals in the representation of the coherent state for unitary groups. We consider the n-level model as an example. (ERA citation 07:052206)

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Kuratsuji, H.;
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年度 1981
页码 1-7
总页数 7
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Nuclear models; Hartree-fock method; U groups; Collective excitations;

机译：核模型; Hartree-fock方法; U组;集体激发;

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专利

1. THE CLASSICAL LIMIT OF THE HEISENBERG AND TIME-DEPENDENT HARTREE-FOCK EQUATIONS: THE WICK SYMBOL OF THE SOLUTION [J] . Laurent Amour, Mohamed Khodja, Jean Nourrigat Mathematical research letters: MRL . 2013,第1期

机译：海森堡和时变哈特里克-福克方程的经典极限：解决方案的符号
2. Solving the single layer multiconfiguration time-dependent Hartree-Fock equation in second quantization representation based on a decomposition of the overall fock space [J] . Li W., Wenwu X., Keli H. Journal of theoretical & computational chemistry . 2013,第1期

机译：基于整体Fock空间的分解求解第二层量化表示中的单层多配置时变Hartree-Fock方程
3. Hartree-Fock and Kohn-Sham time-dependent response theory in a second-quantization atomic-orbital formalism suitable for linear scaling [J] . Kiaergaard T, Jorgensen P, Olsen J, The Journal of Chemical Physics . 2008,第5期

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4. E(2)-covariant integral quantization of the motion on the circle and its classical limit [C] . Rodrigo Fresneda, Jean Pierre Gazeau, Diego Noguera Workshop on Geometric Methods in Physics . 2019

机译：e（2） - 圈子上的动作的电动整体量化及其经典极限
5. Berezin -Toeplitz quantization by Wiener-regularized path integrals. [D] . Bodmann, Bernhard G. 2001

机译：通过维纳正则化路径积分进行Berezin -Toeplitz量化。
6. From the Cover: Path-memory induced quantization of classical orbits [O] . Emmanuel Fort, Antonin Eddi, Arezki Boudaoud, 2010

机译：从封面：路径记忆诱导的经典轨道量化
7. Numerical evaluation of coherent-state path integrals with applications to time-dependent problems [O] . Burghardt, Bernd, Stolze, Joachim 1999

机译：相干态路径积分的数值评估及其应用时间依赖的问题
8. Classical Quantization Condition in the Generalized Coherent-State Representation with Application to Many-Body System [R] . Kuratsuji, H. 1981

机译：广义相干态表示中的经典量化条件及其在多体系统中的应用

Classical Quantization of Time-Dependent Hartree-Fock Solutions by Coherent-State Path Integrals

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