2014Repository KITopen (Karlsruhe Institute of Technology)Open access

Nontrivial topological structures of spacetime and implications for particle propagation

F. Sorba

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Abstract

Spacetime foam, which describes the quantum fluctuations of spacetime, is one of the possible characteristics of a quantum theory of gravity. One of the many approaches to spacetime foam consists in equipping spacetime with a distribution of microscopic structures with nontrivial topology. In this thesis, we follow this approach considering various scenario in order to investigate different aspects of spacetime foam.

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Spacetime foam, which describes the quantum fluctuations of spacetime, is one of the possible characteristics of a quantum theory of gravity. One of the many approaches to spacetime foam consists in equipping spacetime with a distribution of microscopic structures with nontrivial topology. In this thesis, we follow this approach considering various scenario in order to investigate different aspects of spacetime foam.

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Available abstract

Spacetime foam, which describes the quantum fluctuations of spacetime, is one of the possible characteristics of a quantum theory of gravity. One of the many approaches to spacetime foam consists in equipping spacetime with a distribution of microscopic structures with nontrivial topology. In this thesis, we follow this approach considering various scenario in order to investigate different aspects of spacetime foam.

Key concepts: Spacetime, Spacetime topology, Causal sets, Quantum field theory in curved spacetime, Stationary spacetime, Spacetime symmetries, Quantum gravity, Spherically symmetric spacetime

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