  We obtain global $W^{2,\delta}$ estimates for a type of singular fully
nonlinear elliptic equations where the right hand side term belongs to
$L^\infty$. The main idea of the proof is to slide paraboloids from below and
above to touch the solution of the equation, and then to estimate the low bound
of the measure of the set of contact points by the measure of the set of vertex
points.
