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Proceedings Paper

Higher-order squeezing of orthonormatized eigenstates of the annihilation operator ak for k>3
Author(s): Jinzuo Sun; Jisuo Wang; Chuankui Wang
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Paper Abstract

According to the higher-order squeezing defined by Zhang et al., the properties of higher- order squeezing of the orthonormalized eigenstates of the higher powers ak (k>= 3) of the annihilation operator a are studied. Our results show that all of them are minimum uncertainty states of the operators Z1(N) and Z2(N) (N equals mk, m equals 1, 2, ...) for even and odd k, and all of them have the Nth-order squeezing [N equals (m + 1/2)k, m equals 0, 1, 2, ...] for even k.

Paper Details

Date Published: 28 October 1992
PDF: 2 pages
Proc. SPIE 1726, 1992 Shanghai International Symposium on Quantum Optics, (28 October 1992); doi: 10.1117/12.130406
Show Author Affiliations
Jinzuo Sun, Liaocheng Teacheng Teacher's College (China)
Jisuo Wang, Liaocheng Teacheng Teacher's College (China)
Chuankui Wang, Liaocheng Teacheng Teacher's College (China)

Published in SPIE Proceedings Vol. 1726:
1992 Shanghai International Symposium on Quantum Optics

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