CORRIGENDUM: Highly accurate evaluation of the few-body auxiliary functions and four-body integrals
@article{Frolov2004CORRIGENDUMHA, title={CORRIGENDUM: Highly accurate evaluation of the few-body auxiliary functions and four-body integrals}, author={A. M. Frolov and D. H. Bailey}, journal={Journal of Physics B}, year={2004} }
Analytical formulae suitable for numerical calculations of the second- and third-order auxiliary functions A2 (k, m, a, b) and A3 (k, l, m, a, b, c) are presented. These formulae can directly be used in highly accurate calculations of the A2 (k, m, a, b) and A3 (k, l, m, a, b, c) functions. In turn, the highly accurate auxiliary functions of the second and third order are used to compute various four-body integrals, fourth-order auxiliary functions A4 (k, l, m, n, a, b, c, d) and so-called… Expand
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References
SHOWING 1-10 OF 27 REFERENCES
Generalization of the exponential variational ansatz in relative coordinates for bound state calculations in four-body systems
- Chemistry
- 2001
- 11
Evaluation of Some Integrals Required in Low-Energy Electron or Positron-Atom Scattering
- Physics
- 1975
- 28
On the Calculation of Some Atomic Integrals Containing Functions of r12, r13, and r23
- Chemistry
- 1963
- 72
Highly accurate evaluation of the few-body auxiliary functions and four-body integrals
- J. Chem. Phys
- 1968
J. Phys. B: At. Mol. Opt. Phys
- J. Phys. B: At. Mol. Opt. Phys
- 2002