“…Across the areas in convex geometry, significant efforts have been made to extend many fundamental and classical results well-known from real spaces to complex ones. For example, see [3,7,9,11,12,18,19,21,30,31,[33][34][35] (sometimes complex-counterparts turn out to be "easier," e.g., [28,39,46], but for certain problems, on the contrary, satisfactory results have been elusive, e.g., [48]). A counterpart of Ball's cube slicing in â đ was discovered by Oleszkiewicz and PeĆczyĆski in [42].…”