Abstract
On the basis of the scaling law for the semi-inclusive differential cross section proposed by Dao et al. and the two-component mechanisms for production phenomena, we demonstrate that Feynman scaling for the inclusive differential cross section is good for the $x\ensuremath{\ne}0$ region, but it is not valid at $x\ensuremath{\simeq}0$. Our results are quite in accord with high-energy data for $\mathrm{pp}$ collisions.
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