# SlicedEigenEnergies

SlicedEigenEnergies are the one-electron Hartree–Fock energies $$\varepsilon_p$$, partinioned into hole states $$i$$ and particle states $$a$$, where $$\varepsilon_i<\varepsilon_\mathrm{F}$$ and $$\varepsilon_\mathrm{F}<\varepsilon_a$$. The Fermi energy $$\varepsilon_\mathrm{F}$$ is specified in the metaData section of the EigenEnergies. This partitioning is done by the DefineHolesAndParticles algorithm.