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Second quantization and the general two-centre harmonic oscillator integrals
70
Citations
4
References
1970
Year
Kinetic-energy IntegralsResolvent KernelPhysicsHarmonic-oscillator Wave FunctionsSecond QuantizationGeometric QuantizationHarmonic Space
Second quantization is used to derive the overlap integral between two harmonic-oscillator wave functions on different centres and with different force constants. The appropriate dipole moment and kinetic-energy integrals are also obtained.
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