Analytical evaluation of multicenter integrals for Slater‐type orbitals. II. Three‐center nuclear attraction integrals
Author:
Publisher
AIP Publishing
Subject
Physical and Theoretical Chemistry,General Physics and Astronomy
Link
http://aip.scitation.org/doi/pdf/10.1063/1.432923
Reference13 articles.
1. Evaluation of Multicenter Integrals by Polished Brute‐Force Techniques. II. Accuracy, Timing, Integral Values, and General Computational Considerations
2. Evaluation of Multicenter Integrals by Polished Brute‐Force Techniques. II. Accuracy, Timing, Integral Values, and General Computational Considerations
3. Evaluation of Multicenter Integrals Occurring in Molecular Quantum Mechanics
4. Evaluation of Multicenter Integrals Occurring in Molecular Quantum Mechanics
5. Evaluation of Multicenter Integrals Occurring in Molecular Quantum Mechanics
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1. Combining Slater-type orbitals and effective core potentials;Physical Review A;2017-05-11
2. Benchmark values for molecular three-center integrals arising in the Dirac equation;Physical Review E;2015-10-02
3. Israfil I. Guseinov: A pioneer of the quantum theory of atomic, molecular, and nuclear systems*;International Journal of Quantum Chemistry;2013-11-05
4. Accurate and Fast Evaluation of Three-Center Nuclear Attraction Integrals of Coulomb–Yukawa Like Correlated Interaction Potentials and Slater Type Orbitals;Bulletin of the Chemical Society of Japan;2013-01-15
5. Strategies for an efficient implementation of the Gauss–Bessel quadrature for the evaluation of multicenter integral over STFs;Journal of Computational Chemistry;2008
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