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Analysis of Security of Quantum Key Distribution Based on Entangled Photon Pairs by Model Checking 基于纠缠光子对的量子密钥分发安全性分析
Pub Date : 2015-09-02 DOI: 10.4236/JQIS.2015.53012
Surapol Rochanapratishtha, W. Pijitrojana
Quantum key distribution is a technique to securely distribute a bit string between two parties by using the laws of quantum mechanics. The security of this technique depends on the basis of quantum mechanics rather than the difficulty of the mathematical calculation as in the classical encoding. Researches in this field have shown that the quantum key distribution will be fully functioning outside the laboratory in a few years. Due to the complexity and the high efficiency of the device, the verification is needed. In this article, we use PRISM to verify the security of the quantum key distribution protocol, which uses the entangled photon based on BB84 protocol.
量子密钥分发是一种利用量子力学定律在双方之间安全地分发位串的技术。这种技术的安全性取决于量子力学的基础,而不是像经典编码那样依赖于数学计算的难度。这一领域的研究表明,量子密钥分发将在几年内在实验室之外全面发挥作用。由于设备的复杂性和高效性,需要进行验证。本文利用PRISM验证了基于BB84协议的量子密钥分发协议的安全性,该协议使用了纠缠光子。
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引用次数: 0
Bilaterally Symmetrical Transformation between Independent Operators and Rotations 独立算子与旋转之间的双边对称变换
Pub Date : 2015-09-02 DOI: 10.4236/jqis.2015.53010
Nikolay Raychev
This report describes an approach for representation of quantum operators through rotations and rotation through quantum operators. The approach of the proposed method transforms rotation in a kind of a unitary matrix that corresponds to the rotation. Operations with qubits are very similar to the rotation, but with an added phase coefficient. This fact is used to create a process for rotation between unitary matrices. This approach could be used to modifying the controls to apply in a different basis.
本报告描述了一种通过旋转和通过量子算子旋转来表示量子算子的方法。该方法将旋转变换为一种与旋转对应的酉矩阵。量子比特的操作与旋转非常相似,但增加了相位系数。这个事实被用来创建一个在酉矩阵之间旋转的过程。此方法可用于修改控件,以在不同的基础上应用。
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引用次数: 5
Formalized Operators with Phase Encoding 具有相位编码的形式化运算符
Pub Date : 2015-09-02 DOI: 10.4236/JQIS.2015.53014
Nikolay Raychev
In this article the concept of phase encoding/decoding is used to analyze and formalize a simple quantum algorithm—the Deutsch’s algorithm. The algorithm is formalized in two different ways through an analysis, based on phase encoding/decoding, carried out by the formalized elementary operators developed by the author of this article. Concrete examples of different possible realizations of the formalized with Raychev’s operators Deutsch’s algorithms are offered.
本文利用相位编码/解码的概念来分析和形式化一种简单的量子算法——多伊奇算法。通过本文作者开发的形式化初等运算符进行的基于相位编码/解码的分析,以两种不同的方式形式化了该算法。给出了用Raychev算子形式化的不同可能实现的具体例子。
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引用次数: 5
Work Done on a Coherently Driven Quantum System 相干驱动量子系统的研究
Pub Date : 2015-09-02 DOI: 10.4236/JQIS.2015.53011
I. Nsangou, L. C. Fai
We calculate the work done by a Landau-Zener-like dynamical field on two- and three-level quantum system by constructing a quantum power operator. We elaborate a general theory applicable to a wide range of closed-quantum system. We consider the dynamics of the system in the time domain ]-tLZ,tLZ[ (where is the LZ transition time in the sudden limit) where the external pulse changes its sign and its action becomes relevant. The statistical work is evaluated in a period [0,T] where T ≤tLZ. Our results are observed to be in good qualitative agreement with known results.
通过构造量子幂算子,计算了类朗道-齐纳动力场在二能级和三能级量子系统上所做的功。我们阐述了一个适用于大范围闭量子系统的一般理论。我们考虑系统在时域的动力学[-tLZ,tLZ[(其中为LZ跃迁时间在突然极限),其中外部脉冲改变其符号,其作用变得相关。在T≤tLZ的区间[0,T]评估统计工作。我们的结果与已知的结果在定性上是一致的。
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引用次数: 1
Einstein Dilemma and Two-State Vector Formalism 爱因斯坦困境与二态向量形式化
Pub Date : 2015-05-28 DOI: 10.4236/JQIS.2015.52006
K. Morita
In the famous EPR paper published in 1935, Einstein, Podolsky, and Rosen suggested a thought experiment, which later became known as the “EPR experiment”. Using the EPR experiment, they posited that quantum mechanics was incomplete. Einstein, however, was dissatisfied with the EPR paper and published a second work on the EPR experiment, in which he discussed the dilemma of choosing whether quantum mechanics was incomplete or nonlocal. Currently, most physicists choose the nonlocality of quantum mechanics over Einstein’s choice of the incompleteness of quantum mechanics. However, with an appropriate alternate hypothesis, both of these choices can be rejected. Herein, I demonstrate an approach to overcome the Einstein Dilemma by proposing a new interpretation invoked by a new formalism of quantum mechanics known as two-state vector formalism.
在1935年发表的著名的EPR论文中,爱因斯坦、波多尔斯基和罗森提出了一个思想实验,这个实验后来被称为“EPR实验”。通过EPR实验,他们假设量子力学是不完整的。然而,爱因斯坦对EPR的论文并不满意,并发表了关于EPR实验的第二篇论文,在这篇论文中,他讨论了选择量子力学是不完整的还是非局部的困境。目前,大多数物理学家选择量子力学的非定域性,而不是爱因斯坦选择量子力学的不完全性。然而,有了适当的替代假设,这两种选择都可以被拒绝。在这里,我展示了一种克服爱因斯坦困境的方法,提出了一种新的解释,这种解释是由量子力学的一种新的形式主义所调用的,称为双态向量形式主义。
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引用次数: 4
RETRACTED: Local Discrimination of Quantum Measurement without Assistance of Classical Information 撤下:无经典信息辅助下量子测量的局部判别
Pub Date : 2015-05-28 DOI: 10.4236/JQIS.2015.52009
Y. Zhan
The discrimination of quantum operations is an important subject of quantum information processes. For the local distinction, existing researches pointed out that, since any operation performed on a quantum system must be compatible with no-signaling constraint, local discrimination between quantum operations of two spacelike separated parties cannot be realized. We found that, however, local discrimination of quantum measurements may be not restricted by the nosignaling if more multi-qubit entanglement and selective measurements were employed. In this paper, we report that local quantum measurement discrimination (LQMD) can be completed via selective projective measurements and numerous seven-qubit GHZ states without help of classical communication if both two observers agreed in advance that one of them should measure her/his qubits before an appointed time. As an application, it is shown that the teleportation can be completed via the LQMD without classical information. This means that the superluminal communication can be realized by using the LQMD.
量子运算的判别是量子信息处理的一个重要课题。对于局部区分,已有研究指出,由于在量子系统上执行的任何操作都必须与无信号约束兼容,因此无法实现两个类空间分离方的量子操作的局部区分。然而,我们发现,如果采用更多的多量子位纠缠和选择性测量,量子测量的局部识别可能不会受到无信号的限制。在本文中,我们报告了如果两个观测者事先同意其中一方应该在指定时间之前测量她/他的量子比特,那么局部量子测量识别(LQMD)可以通过选择性投影测量和多个7量子位GHZ态来完成,而无需经典通信的帮助。作为一种应用,表明LQMD可以在没有经典信息的情况下实现隐形传态。这意味着利用LQMD可以实现超光速通信。
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引用次数: 1
Stochastic Resonance Synergetics— Quantum Information Theory for Multidimensional Scaling 随机共振协同-多维尺度的量子信息理论
Pub Date : 2015-05-28 DOI: 10.4236/JQIS.2015.52007
Milan Jovovic
A quantum information theory is derived for multidimensional signals scaling. Dynamical data modeling methodology is described for decomposing a signal in a coupled structure of binding synergies, in scale-space. Mass conservation principle, along with a generalized uncertainty relation, and the scale-space wave propagation lead to a polynomial decomposition of information. Statistical map of data, through dynamical cascades, gives an effective way of coding and assessing its control structure. Using a multi-scale approach, the scale-space wave information propagation is utilized in computing stochastic resonance synergies (SRS), and a data ensemble is conceptualized within an atomic structure. In this paper, we show the analysis of multidimensional data scatter, exhibiting a point scaling property. We discuss applications in image processing, as well as, in neuroimaging. Functional neuro-cortical mapping by multidimensional scaling is explained for two behaviorally correlated auditory experiments, whose BOLD signals are recorded by fMRI. The point scaling property of the information flow between the signals recorded in those two experiments is analyzed in conjunction with the cortical feature detector findings and the auditory tonotopic map. The brain wave nucleons from an EEG scan, along with a distance measure of synchronicity of the brain wave patterns, are also explained.
推导了多维信号标度的量子信息理论。动态数据建模方法描述了在尺度空间中结合协同作用的耦合结构中分解信号的方法。质量守恒原理,以及广义的不确定性关系,以及尺度空间波的传播导致了信息的多项式分解。通过动态级联对数据进行统计映射,给出了对其控制结构进行编码和评估的有效方法。采用多尺度方法,利用尺度-空间波信息传播计算随机共振协同效应(SRS),并在原子结构内概念化数据集成。在本文中,我们展示了多维数据散射的分析,显示了点缩放特性。我们将讨论在图像处理以及神经成像中的应用。通过多维标度解释了两个行为相关听觉实验的功能神经皮质映射,其BOLD信号被fMRI记录。结合皮层特征检测器结果和听觉张力图,分析了两个实验中记录的信号之间信息流的点标度特性。脑电图扫描的脑波核子,以及对脑波模式同步性的距离测量,也得到了解释。
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引用次数: 2
Six-State Symmetric Quantum Key Distribution Protocol 六态对称量子密钥分发协议
Pub Date : 2015-05-28 DOI: 10.4236/JQIS.2015.52005
Makhamisa Senekane, M. Mafu, Francesco Petruccione
We propose and demonstrate an optical implementation of a quantum key distribution protocol, which uses three-non-orthogonal states and six states in total. The proposed scheme improves the protocol that is proposed by Phoenix, Barnett and Chefles [J. Mod. Opt. 47, 507 (2000)]. An additional feature, which we introduce in our scheme, is that we add another detection set; where each detection set has three non-orthogonal states. The inclusion of an additional detection set leads to improved symmetry, increased eavesdropper detection and higher security margin for our protocol.
我们提出并演示了一种量子密钥分配协议的光学实现,该协议使用三个非正交状态和总共六个状态。该方案改进了Phoenix、Barnett和cheffles提出的协议[J]。现代光学,47,507(2000)]。我们在方案中引入的另一个特征是,我们增加了另一个检测集;其中每个检测集有三个非正交状态。包含一个额外的检测集导致改进的对称性,增加窃听检测和更高的安全余量为我们的协议。
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引用次数: 7
Formal Verification of Robertson-Type Uncertainty Relation robertson型不确定关系的形式化验证
Pub Date : 2015-05-28 DOI: 10.4236/JQIS.2015.52008
T. Masuhara, Toru Kuriyama, Masakazu Yoshida, Jun Cheng
Formal verification using interactive theorem provers have been noticed as a method of verification of proofs that are too big for humans to check the validity of them. The purpose of this work is to verify the validity of Robertson-type uncertainty relation toward verifying unconditional security of quantum key distributions. We verify the validity of the relation by using proof assistant Coq and it is turned out that the theorem regarding the relation formally holds. The source code for Coq which represents the validity of the theorem is printed in Appendix.
使用交互式定理证明器的形式验证已经被注意到,作为一种验证人类无法检查其有效性的证明的方法。本工作的目的是验证robertson型不确定性关系对验证量子密钥分发的无条件安全性的有效性。利用证明辅助Coq验证了该关系的有效性,证明了该关系的定理形式成立。表示定理有效性的Coq的源代码见附录。
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引用次数: 0
Is Independent Choice Possible 独立选择可能吗?
Pub Date : 2015-05-02 DOI: 10.4236/jqis.2016.61005
H. Inamori
This paper questions the generally accepted assumption that one can make a random choice that is independent of the rest of the universe. We give a general description of any setup that could be conceived to generate random numbers. Based on the fact that the initial state of such setup together with its environment cannot be known, we show that the independence of its generated output cannot be guaranteed. Some consequences of this theoretical limitation are discussed.
这篇论文质疑了人们普遍接受的假设,即一个人可以做出一个独立于宇宙其余部分的随机选择。我们给出了可以被设想为产生随机数的任何设置的一般描述。基于这种设置的初始状态及其环境不能被知道的事实,我们证明了其生成输出的独立性不能被保证。讨论了这种理论限制的一些后果。
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引用次数: 2
期刊
量子信息科学期刊(英文)
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