Li Fu-Li
Xi'an Jiaotong University
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Publication
Featured researches published by Li Fu-Li.
Physical Review A | 2011
Li Pengbo; Gao Shaoyan; Li Fu-Li
We propose an efficient scheme for the realization of quantum information transfer and entanglement with nitrogen-vacancy (N-
Physical Review A | 2007
Yin Zhangqi; Li Fu-Li; Peng Peng
V
Journal of The Optical Society of America B-optical Physics | 2009
Bo Tao; Li Fu-Li
) centers coupled to a high-
Physical Review A | 2010
Li Pengbo; Li Fu-Li
Q
Chinese Physics | 2006
Li Hong-Rong; Li Fu-Li; Yang Yang
whispering-gallery mode (WGM) microresonator. We show that based on the effective dipole-dipole interaction between the N-
Chinese Physics Letters | 2003
Zhang Xiao-An; Zhao Yong-Tao; Li Fu-Li; Yang Zhi-Hu; Xiao Guo-Qing; Zhan Wen-Long
V
Chinese Physics Letters | 2012
Liu Rui-Feng; Zhang Pei; Gao Hong; Li Fu-Li
centers mediated by the WGM, quantum information can be transferred between the N-
Physical Review A | 2011
Li Pengbo; Li Fu-Li
V
Chinese Physics Letters | 2011
Li Jin-Xing; Cao Ming-Tao; Han Liang; Qi Yue-Rong; Zhang Shougang; Gao Hong; Li Fu-Li; T. C. Killian
centers through Raman transitions combined with laser fields. This protocol may open up promising possibilities for quantum communications with the solid-state quantum electrodynamic cavity system.
Chinese Physics Letters | 2009
Li De-Hui; Wang Yu-Yu; Zhao Yong-Tao; Xiao Guo-Qing; Zhao Di; Xu Zhongfeng; Li Fu-Li
We consider an atom-field coupled system in which two pairs of four-level atoms are respectively driven by laser fields and trapped in two distant cavities that are connected by an optical fiber. First, we show that an effective squeezing reservoir can be engineered under appropriate conditions. Then, we show that a two-qubit geometric controlled-PHASE (CPHASE) gate between the atoms in the two cavities can be implemented through adiabatically manipulating the engineered reservoir along a closed loop. This scheme that combines an engineering environment with decoherence-free space and geometric phase quantum computation together has the following remarkable feature: a CPHASE gate with arbitrary phase shift is implemented by simply changing the strength and relative phase of the driving fields.