"Behavior of the supercritical phase of a coutinuum percolation model on R^d",
J. Appl. Probab. 30 (1993), no.2, pp.382-396.
A continuum percolation model on R^d (d>=2) is considered.
Using a renormalization technique developed by Grimmett
and Marstrand, we show continuum analogue of their results.
We prove the critical value of the percolation equals the limit
of the critical value of a slice as the thickness of the slice
tends to infinity. We also prove that the effective conductivity
in the model is bounded from below by a positive constant in the
supercritical case.
@