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Yuriy G. Khait
Researcher at University of North Dakota
Publications - 36
Citations - 637
Yuriy G. Khait is an academic researcher from University of North Dakota. The author has contributed to research in topics: Perturbation theory & Multireference configuration interaction. The author has an hindex of 14, co-authored 36 publications receiving 595 citations. Previous affiliations of Yuriy G. Khait include Unitary enterprise.
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Explication and revision of generalized Van Vleck perturbation theory for molecular electronic structure
TL;DR: In this paper, a revision of second-order Generalized Van Vleck Perturbation Theory (GVVPT2) for the description of dynamic electron correlation in molecules is presented, where the basic formulas of the suggested method are well-defined approximations to the theoretically carefully constructed quasidegenerate perturbation theory.
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Embedding theory for excited states
Yuriy G. Khait,Mark R. Hoffmann +1 more
TL;DR: The WFT-in-DFT approach is shown to ensure a systematic description of excited states if such states are mainly related to excitations within the embedded subsystem.
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Configuration-driven unitary group approach for generalized Van Vleck variant multireference perturbation theory.
TL;DR: A new, efficient, configuration-driven algorithm utilizing the unitary group approach (UGA) was developed and implemented for the generalized van Vleck perturbation theory (GVVPT) variant of multireference perturbations theory.
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A self-consistent version of quasidegenerate perturbation theory
Yuriy G. Khait,Mark R. Hoffmann +1 more
TL;DR: In this article, a new quasidegenerate perturbation theory is developed that describes the interactions of electronic states of interest with energetically low-lying excited states variationally and with more high-lying active states perturbatively.
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Density differences in embedding theory with external orbital orthogonality.
TL;DR: It is shown that whereas conventional DFT-in-DFT embedding theory leads to errors in the electron density at the boundary between subsystems, the situation is remedied when orbital orthogonality between subsysteming is enforced.