  We have obtained the Vlasov equation and Boltzmann kinetic equation using
Poisson bracket (classical Hamilton equation) and Rindler Hamiltonian. Further,
we treat the whole Universe as a statistical system with galaxies as the point
particle constituents in large scale structure. Since the collisions of
galaxies are very rare phenomena, we assume that the gas with the constituents
as point galaxies satisfy Vlasov equation. Considering the astrophysical
catastrophic event, e.g., the creation of gravity waves by the collisions of
black holes, and further assuming that when such a wave passes through the gas
causes a kind of polarization of mass distribution. This polarization of mass
distribution will further gives rise to gravitational permittivity or
dielectric constant. We have shown that the low frequency gravity waves will be
absorbed, whereas the high frequency part will pass through the gas of point
galaxies. It is further noticed that the region in space with extremely high
gravitational field is transparent to gravity waves. In the other part of this
work, using the Boltzmann equation and replacing the collision term by the
relaxation time approximation and further assuming a small deviation from the
equilibrium configuration of the stellar / galactic plasma in Rindler space, we
have obtained the kinetic coefficients. For the first time we have derived an
expression for the coefficient of gravitational flow. It has further been shown
that in presence of strong gravitational field all the kinetic coefficients
become vanishingly small.
