Probabilistic teleportation of a non-symmetric three-particle state

This paper proposes a scheme for teleporting a kind of essential three-particle non-symmetric entangled state, which is much more valuable than a GHZ and W state for some applications in quantum information processing. In comparison with previous proposal of teleportation, the resources of entangled states as quantum channel and the number of classical messages required by our scheme can be cut down. Moreover, it is shown that there exists a class of transformations which ensure the success of this scheme, because the two-particle transformation performed by the receiver in the course of teleportation may be a generic two-particle operation instead of a control-NOT (CNOT) operation. In addition, all kinds of transformations performed by sender and receiver are given in detail.     

An efficient quantum secure direct communication scheme with authentication

In this paper an efficient quantum secure direct communication (QSDC) scheme with authentication is presented, which is based on quantum entanglement and polarized single photons. The present protocol uses Einstein--Podolsky--Rosen (EPR) pairs and polarized single photons in batches. A particle of the EPR pairs is retained in the sender's station, and the other is transmitted forth and back between the sender and the receiver, similar to the `ping--pong' QSDC protocol. According to the shared information beforehand, these two kinds of quantum states are mixed and then transmitted via a quantum channel. The EPR pairs are used to transmit secret messages and the polarized single photons used for authentication and eavesdropping check. Consequently, because of the dual contributions of the polarized single photons, no classical information is needed. The intrinsic efficiency and total efficiency are both 1 in this scheme as almost all of the instances are useful and each EPR pair can be used to carry two bits of information.     

基于量子不经意密钥传输的量子匿名认证密钥交换协议

鉴于量子密码在密钥分配方面取得的巨大成功,人们也在尝试利用量子性质来设计其他各类密码协议。匿名认证密钥交换就是一类尚缺乏实用化量子实现途径的密码任务。为此,该文提出一个基于量子不经意密钥传输的量子匿名认证密钥交换协议。它在满足用户匿名性和实现用户与服务器双向认证的前提下,为双方建立了一个安全的会话密钥。该协议的安全性基于量子力学原理,可以对抗量子计算的攻击。此外,该协议中服务器的攻击行为要么无法奏效,要么能够与外部窃听区分开(从而被认定为欺骗),因此服务器通常不敢冒着名誉受损的风险来实施欺骗。     

一种新的一阶段加密认证模式

 在信息安全的许多实际应用中往往需要同时提供私密性和认证性,通常采用加密模式和消息认证码的组合来实现这一目的,但这种实现方式须对同一消息分加密和认证两阶段进行处理,不仅密钥使用量大,而且效率低下.本文基于CBC加密模式设计了一种新的一阶段加密认证方案OXCBC,能够同时提供私密性和认证性,且仅使用一个密钥和一个Nonce,与同类型的加密认证方案相比具有较高的效率.在分组密码是强伪随机置换的假设下,证明了该方案的认证性.     

信息网络中的认证、授权与审计方案

在成熟的公开密钥基础设施(PKI)和授权管理基础设施(PMI)技术的基础上，设计了一个平台化的安全管理系统，实现了基于角色的访问控制(RBAC)，完成对用户的身份认证、权限鉴定、安全审计和告警，为信息网络中的信息资源提供统一的、可信的安全管理服务。     

基于纠缠交换的多方多级量子密钥分配协议

提出了一种基于纠缠交换的多方多级量子密钥分配协议.构造了一种两方三级系统的完备正交归一化基，利用该正交归一化基和纠缠交换可以实现两方量子密钥分配.同时，三级可以推广到多级以及两方推广到多方，即可以实现基于纠缠交换的多方多级量子密钥分配.这样，利用纠缠交换和多级密钥分配可以极大地提高检测窃听的效率、密钥生成率以及信息容量. 关键词： 量子密钥分配 纠缠交换 多方 多级     

Probabilistic teleportation of multi-particle partially entangled state

Utilizing the generalized measurement described by positive operator-wlued measure, this paper comes up with a protocol for teleportation of an unknown multi-particle entangled （GHZ） state with a certain probability. The feature of the present protocol is to weaken requirement for the quantum channel initially shared by sender and receiver. All unitary transformations performed by receiver are summarized into a formula. On the other hand, this paper explicitly constructs the efficient quantum circuits for implementing the proposed teleportation by means of universal quantum logic operations in quantum computation.     

强度m的对称正交表的递归构造

本文证明了Q~n空间的正交分划的存在性,对2水平正交表的递归构造方法进行了改进,通过对正交分划的构造提出了任意强度的高水平对称正交表的递归构造方法.     

基于量化编码技术的声音隐藏算法

本文提出了一种基于量化编码技术的语音隐藏算法。该算法可以将一种秘密语音伪装成另一种语音以便于从公网上安全的传输，实验结果表明，该算法具有隐藏数据量大、安全性高、隐藏效果好等优点。且该算法可以用于在语音中隐藏文本、图像等信息数据。     

Entanglement distribution using three-mode separable state with imperfect equipments

We show a scheme to distribute the entanglement by using three-mode separable Gaussian state prepared with imperfect equipments.The scheme achieves the aim that the entanglement is distributed between two distant parties with only Gaussian operations and linear optics elements.Moreover,we analyse the logarithmic negativity of the entanglement shared between the two parties when the systems are imperfect and arrive at the conclusion that the logarithmic negativity is asymptotically stable with fluctuations within a certain space range.