“…These moments of the azimuthal asymmetries are usually indicated by A W (φ) S B S T , where S B , S T = U, L, T refer to unpolarized (U), longitudinally (L) and (for the target) transversely (T ) polarized beam, target respectively, while W (φ) refers to some appropriate φ-dependent circular function, W = 1, sin φ, cos φ, sin 2φ, etc. As a phenomenologically relevant example, A sin(φ h ±φ S ) U T is given as [73] A sin(φ h ±φ S ) U T ≡ 2 sin(φ h ± φ S ) = dφ h dφ S sin(φ h ± φ S )[dσ(φ S ) − dσ(φ S + π)] dφ h dφ S [dσ(φ S ) + dσ(φ S + π)] .…”