Linear-response density cumulant theory for excited electronic states
Andreas V. Copan, Alexander Yu. Sokolov

TL;DR
This paper introduces a linear-response formulation of density cumulant theory (DCT) for excited states, demonstrating improved accuracy over traditional methods like EOM-CCSD in small molecules and complex excited states.
Contribution
The paper develops and implements linear-response DCT (LR-ODC-12), providing a balanced and accurate method for excited state calculations, outperforming some existing approaches.
Findings
LR-ODC-12 shows smaller mean absolute errors than EOM-CCSD for excitation energies.
LR-ODC-12 accurately describes relative energies of complex excited states.
Results demonstrate LR-ODC-12 as a promising approach for excited state studies.
Abstract
We present a linear-response formulation of density cumulant theory (DCT) that provides a balanced and accurate description of many electronic states simultaneously. In the original DCT formulation, only information about a single electronic state (usually, the ground state) is obtained. We discuss the derivation of linear-response DCT, present its implementation for the ODC-12 method (LR-ODC-12), and benchmark its performance for excitation energies in small molecules (N, CO, HCN, HNC, CH, and HCO), as well as challenging excited states in ethylene, butadiene, and hexatriene. For small molecules, LR-ODC-12 shows smaller mean absolute errors in excitation energies than equation-of-motion coupled cluster theory with single and double excitations (EOM-CCSD), relative to the reference data from EOM-CCSDT. In a study of butadiene and hexatriene, LR-ODC-12 correctly describes…
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