  We study collisions of two high-energy closed strings in the framework of
$D$-dimensional general relativity. The model of a high-energy closed string is
introduced as a {/it pp}-wave generated by a ring-shaped source with the radius
$R$. At the instant of the collision, the positions of two strings are assumed
to coincide precisely. In this setup, we study the formation of two kinds of
apparent horizons (AHs): the AH of topology $S^{D-2}$ (the black hole AH) and
the AH of topology $S^1/times S^{D-3}$ (the black ring AH). These two AHs are
solved numerically and the conditions for the formation of the two AHs are
clarified in terms of the ring radius $R$. Specifically, we demonstrate that
the black ring AH forms for sufficiently large $R$. The effects of an impact
parameter and the relative orientation of incoming strings in more general
cases are briefly discussed.
