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Type: Inproceedings
Coherent states in fermionic Fock-Krein spaces and their amplitudes
Book Title: Coherent States and their Applications
Editor: Antoine JP., Bagarello F., Gazeau JP
Abstract:
We generalize the fermionic coherent states to the case of Fock-Krein spaces, i.e., Fock spaces with an idefinite inner product of Krein type. This allows for their application in topological or functorial quantum field theory and more specifically in general boundary quantum field theory. In this context we derive a universal formula for the amplitude of a coherent state in linear field theory on an arbitrary manifold with boundary.
We generalize the fermionic coherent states to the case of Fock-Krein spaces, i.e., Fock spaces with an idefinite inner product of Krein type. This allows for their application in topological or functorial quantum field theory and more specifically in general boundary quantum field theory. In this context we derive a universal formula for the amplitude of a coherent state in linear field theory on an arbitrary manifold with boundary.
Keywords: Quantum Field Theory,
Coherent States,
General Boundary Formulation,
Fermions
Publisher: Springer, Cham
Year: 2018
Year Preprint: 2017
Pages: 243-263
Zbl Number: 1398.81123
Report Number: UNAM-CCM-2017-4
Revision: 1
arXiv: 1708.03047
Notas: (Springer Proceedings in Physics v. 205)
ISBN: 9783319767314



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