  Within the mode-coupling theory for idealized glass transitions, we study the
evolution of structural relaxation in binary mixtures of hard spheres with size
ratios $\delta$ of the two components varying between 0.5 and 1.0. We find two
scenarios for the glassy dynamics. For small size disparity, the mixing yields
a slight extension of the glass regime. For larger size disparity, a
plasticization effect is obtained, leading to a stabilization of the liquid due
to mixing. For all $\delta$, a decrease of the elastic moduli at the transition
due to mixing is predicted. A stiffening of the glass structure is found as is
reflected by the increase of the Debye-Waller factors at the transition points.
The critical amplitudes for density fluctuations at small and intermediate wave
vectors decrease upon mixing, and thus the universal formulas for the
relaxation near the plateau values describe a slowing down of the dynamics upon
mixing for the first step of the two-step relaxation scenario. The results
explain the qualitative features of mixing effects reported by Williams and van
Megen [Phys. Rev. E \textbf{64}, 041502 (2001)] for dynamical light-scattering
measurements on binary mixtures of hard-sphere-like colloids with size ratio
$\delta=0.6$.
