1) W-type entangled coherent states
W型纠缠相干态
1.
A scheme was proposed to generate the W-type entangled coherent states of three-cavity fields, after comparing the differences between the discrete-variable quantum information and the continuous-variable quantum information and taking into account that coherent states were presently of practical use and readily available.
通过对比分立变量量子信息过程和连续变量量子信息过程的差别,利用相干态比较容易获得的这个特点,提出一种方案制备三个腔场的W型纠缠相干态。
2) W type of entangled state
W型纠缠态
3) entangled coherent states
纠缠相干态
1.
Preparation of entangled coherent states by a driven atom;
驱动单个原子制备纠缠相干态
2.
By suitably choosing the amplitude of the initial coherent states,we can obtain the maximum entangled coherent states.
通过适当设置初始相干态的振幅,该方案可以使转移后的纠缠相干态处于最大纠缠态。
3.
The authors of this paper propose an optical scheme for the generation of entangled coherent states which include the multi-mode and high-dimensional entangled coherent states.
在非线性克尔介质和光场的相互作用基础之上,提出了一个纠缠相干态(包括多模和高模纠缠)的光学实现方案。
4) entangled coherent state
纠缠相干态
1.
Teleportation of entangled coherent state through bipartite entangled quantum channels;
纠缠相干态的量子隐形传态
2.
Generation of Entangled Coherent States Based on Cavity QED;
基于腔QED的纠缠相干态的制备
3.
The triple-mode cavity field entangled coherent state can be prepared by using Jaynes-Cumminges model of interacted heavy detuning between single-mode cavity field and two-level atom.
利用单模腔场与二能级原子相互作用的大失谐Jaynes-Cumm inges模型,制备出三腔场纠缠相干态。
5) P-represention
相干纠缠态
6) entangled W state
纠缠W态
1.
Preparation of entangled W state via resonant interaction of V-type three-level atoms and two-mode cavity-field;
利用V-型三能级原子与双模腔场的共振相互作用制备纠缠W态(英文)
2.
Teleportation of a three-particle entangled W state through two-particle entangled quantum channels;
三粒子纠缠W态的隐形传态
3.
A new protocol of quantum secret sharing for single qubit through an entangled W state is proposed.
提出用纠缠W态来完成单个量子位的量子秘密分享方案。
补充资料：相干散射和非相干散射
再辐射的光量子频率和被吸收的光量子频率准确相等的散射过程称为相干散射。在相干散射的情况下，源函数准确地等于平均辐射强度。再辐射的光量子频率和被吸收的光量子频率不相等的散射过程称为非相干散射。在天体物理中，存在一系列因素使散射过程成为非相干散射。主要的因素是：原子的能级有一定的宽度、原子的热运动和湍动以及压力效应等。对于非相干散射，源函数是相当复杂的。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条