Abstract
FOR ATOMS AND HOMONUCLEAR DIATOMIC MOLECULES, IT IS ARGUED THAT THE ELECTRONIC ENERGIES HAVE THE FORMS [FORMULA: see text] and [Formula: see text] [Formula: see text], respectively,where Z is the atomic number, N is the number of electrons, and R is the internuclear distance. By using the Lieb-Simon theorem that the Thomas-Fermi theory is exact in the limit of large atomic number and the Teller theorem that molecules are not bound in the Thomas-Fermi theory, it is then shown, among other results, that the electron-electron repulsion energy for neutral systems has no term in Z(2) and that the nucleus-nucleus repulsion energy for neutral molecules is probably [unk](Z(5/3)). For neutral atoms, it is predicted and verified that the chemical potential (electronegativity) is [unk](Z(-1/3)) for large Z. Tetrahedral and octahedral molecules are briefly discussed.