  In this work we compute the entropy density, speed of sound, and the
resulting impact on the bulk viscosity to shear viscosity ratio of an ideal
Quark Gluon Plasma when the effects of a generalized uncertainty principle are
taken into consideration. When the parameter of the generalized uncertainty
principle tends to zero, i.e., $\alpha \rightarrow 0$, we obtain the value of
the speed of sound for the ideal gas of massless particles, i.e.,
$c^{2}_{s}\rightarrow 1/3$, and we recover the expected result that the bulk
viscosity $\zeta \rightarrow 0$ when $\alpha \rightarrow 0$. In addition, in
the high temperature limit, i.e., $T\rightarrow \infty$, the speed of sound
satisfies the equation $c^{2}_{s}\rightarrow 1/4$. The consequence this has on
the bulk viscosity is that in the high temperature limit, the ratio of the bulk
to shear viscosity $\zeta/\eta \rightarrow 5/48$. Our results suggest that the
GUP introduces a scale into the system breaking the a priori conformal
invariance of a system of massless noninteracting particles.
