“…The two Lorentz oscillators are located at an energy position E 0 j = ℏω 0 j , with strength f j and damping (broadening) factor γ j . The Drude term in eq is characterized by the unscreened plasma energy E pu = ℏω pu , (which is associated with conduction electron density ,,,,, ) and the damping factor Γ D , which accounts for the various electron scattering mechanisms; − for the particular case of B1-MoN 0.69 , the fit renders the values E pu = 9.12 eV and Γ D = 1.48 eV, which provide a resistivity value of 133 μΩ cm, which is in fair agreement with the electrically measured 250 μΩ cm; this value is at least an order of magnitude smaller than the values for WN x and comparable to the resistivity of other polycrystalline conductive nitrides, stoichiometric epitaxial NbN and TaN, understoichiometric ( x < 1) epitaxial TiN x and HfN x , and epitaxial TiN with point defects, albeit higher by an order of magnitude than the resistivity of stoichiometric epitaxial TiN, ZrN, HfN, and VN …”