chloromethane or methanol), following the Curtin-Hammett principle, the favoured path is the pro-R channel (M1!TS!M2) affording the (R c ,R s )-2a' product species in agreement with the observed diastereoselectivity. The M1-M1' and TS-TS' energy gaps are actually determined by the difference in the hydrogen bond network that features the two species even if the approaching orientation of the two molecules is governed by the interactions between the p systems of oxidant and substrate aromatic rings. The diastereomeric ratio computed on the basis of the energy difference between TS and TS' (0.7 kcal mol À1 ) is 63:37, which must be compared to the experimental value 9:1. When we consider free energy differences (2.4 kcal mol À1 in vacuum and 2.9 kcal mol À1 in solution) this theoretical ratio becomes 85:15 and 89:11, respectively, in excellent agreement with the experimental value 9:1.