Once entangled, a photon can carry any information stored in the atom's quantum state to other parts of the computer.
一旦发生纠缠，光子可以将储存在原子量子态中的任何信息传递到计算机的其他位置。
It's also the first time the powers of a photon, which is good at traveling over long distances, and an atom, which is prized for its ability to retain information, have been jointly exploited.
这也是头一次光子—它善于长距离传播，和原子-它保存信息的能力有口皆碑，被联合利用了起来。
The photonics is a novel science which investigates the photon as information carrier and its application, and is a strong pillar of information science in today and future.
光子学是研究以光子为载体及其应用的一门新兴科学，是当今和未来信息科学的重要支柱。
This work shows the properties of the photon, energy, light, and information.
这一工作表明，该物业的光子，能源，轻工，和资讯。
It builds the photon link between sender and receiver of quantum communication network, and provides quantum channel for transferring quantum information between them.
它在量子通信网络的发信者与收信者之间建立光子链路，为通信双方提供量子信道，用于传输量子信息。
Quantum dot optic microcavity device had potential application in field of quantum information technology using as the low threshold laser and single photon light source etc.
量子点光学微腔器件在低阈值激光器和单光子光源等量子信息处理技术领域有重要的应用前景。
So, we develop the photon coincidence instrument using by modern circuit and computer, it is very important measure instrument in common use for quantum communication and information processing.
本文研制的光子符合仪就是利用现代电路和计算机技术实现的量子通信和信息处理中最常用、最重要的测试仪器。
Owing to the important role of single photon in quantum information process, the technique of generating single photon is developing.
由于单光子在量子信息科学中的重要作用，人们一直在探索实验制备单光子的技术。
The expression of fidelity of quantum information in J-C model with many-photon transition was written out.
并给出了有任意光子跃迁的J - C模型中量子信息保真度的表达式。
Raman spectrum is a kind of molecule scattering spectroscopy, which is characterized by the frequency excursion that caused by interactions of molecule and photon to show the information of molecule.
拉曼光谱是一种分子散射光谱，通过与分子相互作用的光子产生的表征分子振动或转动能级差的特征频移，来反映分子结构或成分的信息。
It is important to generate high quality photon pairs in the highly nonlinear optical fiber for practical applications of quantum information.
在高非线性光纤中产生高质量的光子对对于量子信息的应用具有重要意义。
How is photon converted to electric signals? How does the retina extract information about form, color and motion? How does the brain process visual information?
光子怎样被转化成电信号？视网膜如何提取物体的形状、颜色和运动特征？大脑又是如何对视觉信息进行处理的？
The basic factors related with photonic information processing are ultrahigh response speed, low photon power threshold, high conversion efficiency and relatively low device cost.
光子信息处理的基本要素是超高速响应速度、低光子功率阈值、高转换效率以及较低的器件成本。
Meanwhile, as an easy-controllable information-carrier and a flying qubit, single photon sources have been widely used in quantum information and quantum computaion, especially quantum cryptography.
同时，作为一个容易操控的量子信息载体和飞行的量子比特被广泛应用于量子信息领域，尤其是量子保密通信。
This is because a photon takes an increasingly long time to escape from the pull of the black hole to allow the distant observer to gain information on the object's fate.
这是因为一个光子获得了长时间来逃逸黑洞引力，就使得远距离观察者获得物体命运的资讯。
We need to study different photon interference, which will offer much more methods for quantum information science.
因此对光子干涉本身的研究将为其在量子信息中的应用提供更好的方法。
The present dissertation is mainly about experimental generation, manipulation of multi-photon entanglement and its applications in quantum information.
本论文主要内容是对光子纠缠源的产生，操纵以及其在量子信息上的应用进行的实验研究。
There is abundant information in a two-photon microscopic image of nasopharyngeal cells, which can be analysed and processed by means of computers and image pattern processing algorithm.
鼻咽细胞的双光子显微图像中含有着丰富信息，借助计算机和图像处理算法可进行分析处理。
The making and manipulation of entangled atom-photon pairs are useful for, e. g., high-precision interferometry and quantum information science.
在高精度测量和量子信息科学中，制备和操纵原子—光子纠缠对具有重要作用。
The information entropy squeezing properties of the atom in motion interacting with the binomial states field via single photon transition are studied by means of quantum theory.
运用量子信息熵理论研究了双光子过程中任意初态二能级原子与相干场相互作用的信息熵压缩，讨论了系统初态对原子信息熵压缩的影响。
The information entropy squeezing properties of the atom in motion interacting with the binomial states field via single photon transition are studied by means of quantum theory.
运用量子信息熵理论研究了双光子过程中任意初态二能级原子与相干场相互作用的信息熵压缩，讨论了系统初态对原子信息熵压缩的影响。
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