  We consider a description of lattice gravity in six dimensions, where the two
extra dimensions have been compactified on a warped hyperbolic disk of constant
curvature. We analyze a fine-grained latticization of the hyperbolic disk in
the context of an effective theory for massive gravitons. We find that in
six-dimensional warped hyperbolic space, lattice gravity appears near the
boundary of the disk more weakly coupled than in discretized five-dimensional
flat or warped space. Specifically, near the IR branes, the local strong
coupling scale can become as large as the local Planck scale.
