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Friday, 23 January 2009, 14:30 in P8445B
Prof. Fotini Markopoulou (Perimeter)
Two ways to derive a spacetime in quantum gravity
I will give a short introduction to the problem of quantum gravity and will discuss two approaches to solving it. Both of these approaches can be seen as problems in statistical / condensed matter physics, where the task is to derive general relativity as the effective theory. The first, causal dynamical triangulations, is a new universality class of statistical systems with microscopic causality whose properties lead to a dynamical derivation of the four dimensions of our spacetime. The second, quantum graphity, is an extension of the Levin-Wen string network condensation to a model of emergent locality and matter.
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Modified by Andrei Frolov <frolov@sfu.ca> on 2023-11-01