Multipartite State Representations in Multi-mode Fock Space and Their Squeezing Transformations

YUAN Hong-Chun,, LI Heng-Mei, and QI Kai-Guo

Communications in Theoretical Physics ›› 2007, Vol. 47 ›› Issue (01) : 31-34.

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Communications in Theoretical Physics ›› 2007, Vol. 47 ›› Issue (01) : 31-34.

Multipartite State Representations in Multi-mode Fock Space and Their Squeezing Transformations

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Abstract

We present the continuous state vector of the total coordinate of multi-particle and the state vector of their total momentum, respectively, which possess completeness relation in multi-mode Fock space by virtue of the integration within an order product (IWOP) technique. We also calculate the transition from classical transformation of variables in the states to quantum unitary operator, deduce a new multi-mode squeezing operator, and discuss its squeezing effect. In progress, it indicates that the IWOP technique provides a convenient way to construct new representation in quantum mechanics.

Key words

IWOP technique / multipartite state representations / squeezing operator

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YUAN Hong-Chun, LI Heng-Mei, QI Kai-Guo. Multipartite State Representations in Multi-mode Fock Space and Their Squeezing Transformations[J]. Communications in Theoretical Physics, 2007, 47(01): 31-34
PDF(141 KB)

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