  In this paper, we derive the continuity of solutions to the $L_{p}$ torsional
Minkowski problem for $p>1$. It is shown that the weak convergence of the
$L_{p}$ torsional measure implies the convergence of the sequence of the
corresponding convex bodies in the Hausdorff metric. Furthermore, continuity of
the solution to the $L_{p}$ torsional Minkowski problem with regard to $p$ is
also obtained.
