## What is general relativity? (2017)

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##### Type of Content

Journal Article##### UC Permalink

http://hdl.handle.net/10092/13435##### ISSN

0031-8949##### Collections

##### Abstract

General relativity is a set of physical and geometric principles, which lead to a set of (Einstein) field equations that determine the gravitational field, and to the geodesic equations that describe light propagation and the motion of particles on the background. But open questions remain, including: What is the scale on which matter and geometry are dynamically coupled in the Einstein equations? Are the field equations valid on small and large scales? What is the largest scale on which matter can be coarse grained while following a geodesic of a solution to Einstein’s equations? We address these questions. If the field equations are causal evolution equations, whose average on cosmological scales is not an exact solution of the Einstein equations, then some simplifying physical principle is required to explain the statistical homogeneity of the late epoch Universe. Such a principle may have its origin in the dynamical coupling between matter and geometry at the quantum level in the early Universe. This possibility is hinted at by diverse approaches to quantum gravity which find a dynamical reduction to two effective dimensions at high energies on one hand, and by cosmological observations which are beginning to strongly restrict the class of viable inflationary phenomenologies on the other. We suggest that the foundational principles of general relativity will play a central role in reformulating the theory of spacetime structure to meet the challenges of cosmology in the 21st century.

##### Citation

Coley AA, Wiltshire DL (2017). What is general relativity?. Physica Scripta. 92(5).This citation is automatically generated and may be unreliable. Use as a guide only.

##### ANZSRC Fields of Research

02 - Physical Sciences::0201 - Astronomical and Space Sciences::020105 - General Relativity and Gravitational Waves01 - Mathematical Sciences::0105 - Mathematical Physics::010505 - Mathematical Aspects of Quantum and Conformal Field Theory, Quantum Gravity and String Theory