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Developments in excited-state density functional theory

机译:激发态密度泛函理论的发展

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This article discusses the reasons behind the apparent lack of success of density functional theory (DFT), during the past three decades, with excited states of many-electron systems. It describes various variational and non-variational approaches developed so far for dealing with this problem. Those include Theophilou's equiensemble approach, extended to unequally weighted ensembles by Gross et al., Fritsche's wavefunction partitioning approach, local scaling transformation theory by Kryachko et al., the work-function formalism developed by Harbola and Sahni, etc. Through intimate connections between time-dependence and excited states, under a perturbation, various time-dependent (TD) DFT approaches to excited states, e.g., a quantum fluid dynamical approach, a TD density-functional response theory and a TD optimized effective potential approach, are also reviewed. (C) 1999 Elsevier Science B.V. All rights reserved. [References: 170]
机译:本文讨论了在过去的三十年中,由于多电子系统的激发态而导致密度泛函理论(DFT)明显缺乏成功的原因。它描述了迄今为止为解决此问题而开发的各种变体和非变体方法。这些方法包括Theophilou的等分方法,由Gross等人扩展到不等重的合奏,Fritsche的波函数划分方法,Kryachko等人的局部缩放变换理论,Harbola和Sahni开发的功函数形式主义等。通过时间之间的密切联系依赖和激发态,在扰动下,还对激发态的各种时间依赖性(TD)DFT方法进行了综述,例如量子流体动力学方法,TD密度函数响应理论和TD优化有效势方法。 (C)1999 Elsevier Science B.V.保留所有权利。 [参考:170]

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