  In this paper, we establish the regularity results for nonnegative viscosity
solutions to fully nonlinear equations of porous medium-type in bounded domains
with the zero Dirichlet boundary condition, to be precise, we prove the global
$C^{2,\alpha}$-estimates of viscosity solutions. In many PDE problems, the
$C^{2,\alpha}$-estimates have been obtained through Schauder-type estimates.
However, the Schauder-type estimates are not applicable to the porous
medium-type equations. We provide techniques for handling porous medium-type
equations so that the global $C^{2,\alpha}$-estimates can be established.
