1983
DOI: 10.1002/jcc.540040205
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Standard deviation in reduced errors (SDRE): A criterion to assess the relative overall quality of approximate wavefunctions

Abstract: The standard deviation in reduced errors (SDRE) quantitatively measures the similarity between an approximate and exact wavefunction. It is the Euclidean distance between the vector of the one-electron property expectation values calculated using the approximate and exact expectation values.

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Cited by 4 publications
(2 citation statements)
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“…In MOM, 2 p a orbitals usually contribute more to the total overlap than 2 s orbitals, and therefore 2 p a populations are less altered by perturbations. In the RHF, and to a lesser extent the NDDO method, a 2 s electron is more tightly bound In almost all cases, constraints lower energies and SDRE (40) values, Table 9, and improve most property expectation values, Table 8, compared to the free variational results. The gross orbital populations, Table 10, indicate that single constraints mainly alter the distribution of .ir charge density between the carbon and oxygen atoms.…”
Section: Hf"mentioning
confidence: 91%
See 1 more Smart Citation
“…In MOM, 2 p a orbitals usually contribute more to the total overlap than 2 s orbitals, and therefore 2 p a populations are less altered by perturbations. In the RHF, and to a lesser extent the NDDO method, a 2 s electron is more tightly bound In almost all cases, constraints lower energies and SDRE (40) values, Table 9, and improve most property expectation values, Table 8, compared to the free variational results. The gross orbital populations, Table 10, indicate that single constraints mainly alter the distribution of .ir charge density between the carbon and oxygen atoms.…”
Section: Hf"mentioning
confidence: 91%
“…The maximum overlap calculations used the same STO-4G basis functions with Slater exponents that were employed in the NDDO (23,40) calculations.…”
Section: Constrained Mom Calculations Using Constraints Based On Rhf mentioning
confidence: 99%