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9 - Quantum gravity as an ordinary gauge theory

from Part III - Quantum reality: theory

Published online by Cambridge University Press:  29 March 2011

Juan M. Maldacena
Affiliation:
Institute for Advanced Studies, Princeton
John D. Barrow
Affiliation:
University of Cambridge
Paul C. W. Davies
Affiliation:
Macquarie University, Sydney
Charles L. Harper, Jr
Affiliation:
John Templeton Foundation
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Summary

Why quantum gravity?

In the twentieth century we gained an enormous amount of knowledge about the basic fundamental laws that govern the physical world. We can summarize this knowledge by saying that particles experience four kinds of forces: electromagnetic, weak, strong, and gravitational. For the first three we have a quantum mechanical description but for gravity we have Einstein's theory, which is rather difficult to quantize. It is not logically consistent to describe particles with quantum mechanics but spacetime with classical physics since matter causes spacetime curvature. So we should be able to consider a particle which is in a quantum mechanical superposition of two states with different positions. These particles should create a gravitational field which contains a similar superposition. This is possible only if the gravitational field itself is quantized. Finding a theory of quantum gravity is not just a question of mathematical consistency, there are physical processes that we cannot describe with current theories. The most notable of these is the beginning of the universe, the initial moments of the Big Bang. We need a quantum gravity theory to be able to understand that moment. The moment is very important since it sets the initial conditions for the subsequent classical evolution of spacetime. Quantum gravity is important when the typical energies of the particles involved are very high. We know from the form of Einstein's action that quantum gravity must be important when particle energies are close to 1019 GeV, which is called the Planck energy.

Type
Chapter
Information
Science and Ultimate Reality
Quantum Theory, Cosmology, and Complexity
, pp. 153 - 166
Publisher: Cambridge University Press
Print publication year: 2004

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