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Steffen Fauser

Showing results (1-10 of 10) with videos related to

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The Journal of Chemical Physics|February 1, 2023
Geometries and vibrational frequencies with Kohn-Sham methods using σ-functionals for the correlation energyChristian Neiss, Steffen Fauser, Andreas Görling
The Journal of Chemical Physics|April 28, 2025
Highly precise values for the energy ratios underlying the Lieb-Oxford bound and the convexity conjecture for the adiabatic connectionSteffen Fauser, Egor Trushin, Andreas Görling
The Journal of Chemical Physics|September 22, 2022
Scaled σ-functionals for the Kohn-Sham correlation energy with scaling functions from the homogeneous electron gasJannis Erhard, Steffen Fauser, Egor Trushin, et al.
The Journal of Chemical Physics|May 9, 2025
Assessment of RPA and σ-functional methods for the calculation of dipole moments and static polarizabilities and hyperpolarizabilitiesRaviraj Mandalia, Steffen Fauser, Egor Trushin, et al.
The Journal of Chemical Physics|October 9, 2021
Chemical accuracy with σ-functionals for the Kohn-Sham correlation energy optimized for different input orbitals and eigenvaluesSteffen Fauser, Egor Trushin, Christian Neiss, et al.
Journal of Chemical Theory and Computation|July 5, 2024
Accurate NMR Shieldings with σ-FunctionalsSteffen Fauser, Viktoria Drontschenko, Christian Ochsenfeld, et al.
Physical Review Letters|February 6, 2025
Accurate Correlation Potentials from the Self-Consistent Random Phase ApproximationEgor Trushin, Steffen Fauser, Andreas Mölkner, et al.
Physical Review Letters|July 31, 2025
Trushin et al. ReplyEgor Trushin, Steffen Fauser, Andreas Mölkner, et al.
Faraday Discussions|September 16, 2020
Lieb-Oxford bound and pair correlation functions for density-functional methods based on the adiabatic-connection fluctuation-dissipation theoremJannis Erhard, Steffen Fauser, Simon Kalaß, et al.
Journal of Chemical Theory and Computation|March 11, 2024
Basis Set Requirements of σ-Functionals for Gaussian- and Slater-Type Basis Functions and Comparison with Range-Separated Hybrid and Double Hybrid FunctionalsSteffen Fauser, Arno Förster, Leon Redeker, et al.
Pageof 1

Showing results (1-10 of 10) with videos related to

Sort By:
Pageof 1
The Journal of Chemical Physics|February 1, 2023
Geometries and vibrational frequencies with Kohn-Sham methods using σ-functionals for the correlation energyChristian Neiss, Steffen Fauser, Andreas Görling
The Journal of Chemical Physics|April 28, 2025
Highly precise values for the energy ratios underlying the Lieb-Oxford bound and the convexity conjecture for the adiabatic connectionSteffen Fauser, Egor Trushin, Andreas Görling
The Journal of Chemical Physics|September 22, 2022
Scaled σ-functionals for the Kohn-Sham correlation energy with scaling functions from the homogeneous electron gasJannis Erhard, Steffen Fauser, Egor Trushin, et al.
The Journal of Chemical Physics|May 9, 2025
Assessment of RPA and σ-functional methods for the calculation of dipole moments and static polarizabilities and hyperpolarizabilitiesRaviraj Mandalia, Steffen Fauser, Egor Trushin, et al.
The Journal of Chemical Physics|October 9, 2021
Chemical accuracy with σ-functionals for the Kohn-Sham correlation energy optimized for different input orbitals and eigenvaluesSteffen Fauser, Egor Trushin, Christian Neiss, et al.
Journal of Chemical Theory and Computation|July 5, 2024
Accurate NMR Shieldings with σ-FunctionalsSteffen Fauser, Viktoria Drontschenko, Christian Ochsenfeld, et al.
Physical Review Letters|February 6, 2025
Accurate Correlation Potentials from the Self-Consistent Random Phase ApproximationEgor Trushin, Steffen Fauser, Andreas Mölkner, et al.
Physical Review Letters|July 31, 2025
Trushin et al. ReplyEgor Trushin, Steffen Fauser, Andreas Mölkner, et al.
Faraday Discussions|September 16, 2020
Lieb-Oxford bound and pair correlation functions for density-functional methods based on the adiabatic-connection fluctuation-dissipation theoremJannis Erhard, Steffen Fauser, Simon Kalaß, et al.
Journal of Chemical Theory and Computation|March 11, 2024
Basis Set Requirements of σ-Functionals for Gaussian- and Slater-Type Basis Functions and Comparison with Range-Separated Hybrid and Double Hybrid FunctionalsSteffen Fauser, Arno Förster, Leon Redeker, et al.
Pageof 1