Ladder operator formalisms and generally deformed oscillator algebraic structures of quantum states in Fock space

Details Ladder operator formalisms and generally deformed oscillator algebraic structures of quantum states in Fock space Ladder operator formalisms and generally deformed oscillator algebraic structures of quantum states in Fock space

1999-11-29

arxiv.org/abs/quant-ph/9911114v2

J.Opt.BQuant.Semiclass.Opt.2:534-540,2000

Physics

Quantum Physics

19 pages, no figures

Scientific paper

10.1088/1464-4266/2/4/312

We show that various kinds of one-photon quantum states studied in the field of quantum optics admit ladder operator formalisms and have the generally deformed oscillator algebraic structure. The two-photon case is also considered. We obtain the ladder operator formalisms of two general states defined in the even/odd Fock space. The two-photon states may also have a generally deformed oscillator algebraic structure. Some interesting examples of one-photon and two-photon quantum states are given.

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