“…Some authors have explored including ligand orbitals in the on-site Hubbard manifold, for example applying U corrections to O- p and S- p shells of TM compounds. ,,− The extended DFT+ U + V framework was adopted for scenarios where hybridization plays an eminent role. This method augments DFT+ U by an intersite Hubbard V term, and so acts on combinations of projectors located on different sites, enhancing accuracy and transferability. ,,− Finally, many open-shell systems require unlike-spin terms such as Hund’s J . In DFT+ U + J , these terms introduce an unlike-spin exchange correction, while also reducing the effective value of the U parameter. ,,,, It remains to be shown in how far a single-determinant method such as DFT+ U (+ J ) suffices to adequately describe compounds with a strong multireference character, but it is likely that Hubbard U and Hund’s J corrections can improve the description of approximate single-determinant solutions to multiconfigurational systems , (often obtained by breaking the symmetry).…”