Here is the link :
http://arxiv.org/pdf/1405.5535v1.pdf
ABSTRACT
"I show that in a general, evolving spacetime, the rate of change of gravitational
momentum is related to the difference between the number of degrees of freedom in
the bulk and the boundary of a region. This expresses the gravitational field equa-
tion in the thermodynamic language (in contrast with the conventional geometric
language) which is the natural description, if gravity is an emergent phenomenon.
In all static spacetimes, the number of degrees of freedom in the boundary is equal
to the number of degrees of freedom in the bulk; i.e., these spacetimes maintain
holographic equipartition. It is the departure from holographic equipartition that
drives the time evolution of the spacetime. This result, which is equivalent to
Einstein’s equations, provides an elegant, holographic, description of spacetime
dynamics."
CONCLUSION
"This strengthens the idea
that gravitational field equations have the same conceptual status as the equations of
thermodynamics or fluid mechanics, with the Davies-Unruh temperature providing the
link between microscopic and macroscopic descriptions of spacetime. It is remarkable
that the dynamical evolution of the spacetime can be described in such an elegant,
holographic language which is closer to thermodynamics than to geometry."
>> I'm interested in your reactions on this paper.