Entropy and Variance Squeezing of V-type Atom in Dissipative Cavity

Abstract:Based on Ref.\cite{Riccardi A}, we investigate the entropy and variance squeezing of a V-type atom in a dissipative cavity, and discuss the influences of parameters including the spontaneously generated interference (SGI) ($\theta$), the cavity-environment coupling ($\gamma_0/\kappa$) and the atom-cavity detuning ($\Delta$) on the atomic squeezing by using different initial states. The results show that no squeezing of $S_y$ occurs under any condition and that variance squeezing of $S_x$ appears only when $\Delta>0$. Entropy squeezing quantifies quantum fluctuations more precisely than variance squeezing. Moreover, the atomic squeezing of $S_x$ clearly depends on $\theta$, $\gamma_0/\kappa$, $\Delta$ and the initial state. These findings are meaningful for quantum information processing as an ultra-low-noise resource.

Withdrawal due to errors: (1) entropy squeezing calculated with wrong information entropy, inconsistent with cited entropic uncertainty relation Eq. (25); (2) basis inconsistency between spin operators and reduced density matrix

arXiv:2601.01519 [quant-ph]

(or arXiv:2601.01519v2 [quant-ph] for this version)