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Type: Article
Coherent states in the fermionic fock space
Abstract:
We construct the coherent states in the sense of Gilmore and Perelomov for the fermionic Fock space. Our treatment is from the outset adapted to the infinite-dimensional case. The fermionic Fock space becomes in this way a reproducing kernel Hilbert space of continuous holomorphic functions.
We construct the coherent states in the sense of Gilmore and Perelomov for the fermionic Fock space. Our treatment is from the outset adapted to the infinite-dimensional case. The fermionic Fock space becomes in this way a reproducing kernel Hilbert space of continuous holomorphic functions.
Keywords: coherent states, Fock space, fermions, quantum field theory, reproducing kernel Hilbert space
Journal: Journal of Physics A-Mathematical and Theoretical
ISSN: 1751-8121
Year: 2015
Volume: 49
Year Preprint: 2014
Pages: 035203
Zbl Number: 1308.81110
MR Number: 3299623
Report Number: UNAM-CCM-2014-1
Revision: 1
Notas: Accession Number: WOS:000346960900009
Created: 2014-08-11 20:10:40
Modified: 2016-12-06 12:45:48
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