A Property of Recombination in Polarized Hadronic Targets

The triple gluon-ladder vertex is shown to project the outgoing gluon in either polarization state with equal probability up to the leading double-ln(x)ln($Q^2$) approximation. This implies that the $Q^2$-evolution of $\mathrm{\Delta }G(x,Q^2)$ is free from recombination effects to this level of approximation.