R. D. Amado
Abstract
We show that the Hartree or Hartree-Fock momentum-space wave function for a self-interacting bound state decreases faster than any power of the momentum for large momentum so long as the underlying two-body force is local.
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We show that the Hartree or Hartree-Fock momentum-space wave function for a self-interacting bound state decreases faster than any power of the momentum for large momentum so long as the underlying two-body force is local.
Key concepts: Hartree–Fock method, Hartree, Momentum (technical analysis), Physics, Position and momentum space, Wave function, Quantum electrodynamics, Function (biology)