Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Acta Sinica Quantum Optica

New Complex Function Space Related to Both Entangled State Representation and Spin Coherent State

李兰兰 LI Lan-lan, 张科 Zhang Ke, 余海军 YU Hai-jun, 杜建明 DU Jian-ming, 范洪义 FAN Hong-yi

Published Jan 1, 2020• 0 citations
Publisher
DOI
10.3788/jqo20202601.0102

Related papers

New complex function space related to both entangled state representation and spin coherent state

Cui-hong Lv, Hong-Yi Fan

A new complex function space whose basis is the single-variable Hermite polynomial H2jξ*+τξ2τ is constructed, which is related to both entangled state representation and spin coherent state in Schwinger bosonic realization. New binomial theorem involving two-variable Hermite polynomial is derived, which helps to constitute the new complex function space. We also present a new integration transformation of the basis H2jξ*+τξ2τ with its reciprocal transformation which is useful to deriving some operator identities.

Journal of Mathematical Physics•Aug 1, 2015•4 citations

New Parameterized Coherent-Entangled State Representation and Its Applications

Wen-Wei Luo, Xiang‐Guo Meng, Qin Guo +1 more

International Journal of Theoretical Physics•Jan 30, 2013•2 citations

A new kind of tripartite entangled state representation in Fock space

Gang Ren, Jian-ming Du

Optik•Sep 3, 2012•2 citations

Generalized Bargmann Representation of Spin Coherent State

FANHong-Yi, CHENJun-Hu

Based on the conclusion that the generalized Bargmann representation of a two-mode Fock state is a two-variable Hermite polynomial function /Hong-Yi Fan and Jun-hua Chen,Phys.Lett.A303(2002)311] we derive the generalized Bargmann representation of the spin coherent state and some new relations in the generalized function space.

理论物理通讯：英文版•Jan 1, 2004•0 citations

New Parametrized Entangled State Representations and Their Applications

Hong-Yi Fan, Junhua Chen, Song Tong-Qiang

International Journal of Theoretical Physics•Aug 1, 2003•12 citations

Generalized Bargmann Representation of Spin Coherent State

Fan Hong‐Yi, Junhua Chen

Based on the conclusion that the generalized Bargmann representation of a two-mode Fock state is a two-variable Hermite polynomial function [Hong-Yi Fan and Jun-hua Chen, Phys. Lett. A303 (2002) 311] we derive the generalized Bargmann representation of the spin coherent state and some new relations in the generalized function space.

Communications in Theoretical Physics•Apr 15, 2004•0 citations
A new complex function space whose basis is the single-variable Hermite polynomial H2jξ*+τξ2τ is constructed, which is related to both entangled state representation and spin coherent state in Schwinger bosonic realization. New binomial theorem involving two-variable Hermite polynomial is derived, which helps to constitute the new complex function space. We also present a new integration transformation of the basis H2jξ*+τξ2τ with its reciprocal transformation which is useful to deriving some operator identities.