  We obtain the first passage time density for a L\'{e}vy flight random process
from a subordination scheme. By this method, we infer the asymptotic behavior
directly from the Brownian solution and the Sparre Andersen theorem, avoiding
explicit reference to the fractional diffusion equation. Our results
corroborate recent findings for Markovian L\'{e}vy flights and generalize to
broad waiting times.
