The paper derives the leading-logarithm equations of motion for pure quantum gravity in accelerating spacetimes, whose solutions are claimed to re-sum all perturbative leading logarithms to all orders.
Classical Gravitational Back-Reaction
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abstract
The quantum gravitational back-reaction on inflation is based on the self-gravitation of infrared gravitons which are ripped out of the vacuum during inflation. The only quantum part of this process is the creation of gravitons; after they have emerged from the vacuum their behaviour is essentially classical. To test the thesis that a sufficiently dense ensemble of classical gravitons can hold the universe together in pure gravity with a positive cosmological constant, we compute the initial value and first time derivative of an invariant measure of the expansion rate for arbitrary classical initial value data. Our result is that the self-gravitation from the kinetic energy of an initial ensemble of gravitons can indeed slow expansion enough to hold the universe together.
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Leading Logarithm Quantum Gravity II
The paper derives the leading-logarithm equations of motion for pure quantum gravity in accelerating spacetimes, whose solutions are claimed to re-sum all perturbative leading logarithms to all orders.