Pages that link to "Item:Q4895064"
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The following pages link to A DECOMPOSITION THEOREM FOR WAVE FUNCTIONS IN MOLECULAR QUANTUM CHEMISTRY (Q4895064):
Displaying 11 items.
- Molecular decomposition of the modulation spaces (Q624266) (← links)
- A simple derivation of Hückel's molecular orbitals in the framework of quantum logic (Q1198543) (← links)
- Two applications of the divide \(\&\) conquer principle in the molecular sciences (Q1365048) (← links)
- New \(N\)-representability results with symmetry in molecular quantum chemistry (Q1569727) (← links)
- A decomposition theorem for symmetric or skew-symmetric wave functions (Q2499645) (← links)
- Seven useful questions in density functional theory (Q2701163) (← links)
- Symmetry requirement for a deformation operator related to density functional theory (Q2737952) (← links)
- Local Density Approximations for the Energy of a Periodic Coulomb Model (Q3043575) (← links)
- LOCAL APPROXIMATION FOR THE HARTREE–FOCK EXCHANGE POTENTIAL: A DEFORMATION APPROACH (Q4522620) (← links)
- From atoms to crystals: a mathematical journey (Q5461288) (← links)
- Mini-workshop: Mathematics of many-body fermionic systems. Abstracts from the mini-workshop held October 29 -- November 4, 2023 (Q6613393) (← links)
