The quantum cryptography communication is the combination of classical cryptography theory and quantum mechanics.
量子密码通信是经典密码学与量子力学相结合的新兴交叉学科。
This paper put forward the PIC single chip technology and cryptography theory which were applied in anti-forgery packaging.
文中提出将PIC单片机技术和密码学原理应用到防伪包装领域；
Computing: Quantum cryptography is unbreakable in theory.
计算：量子密码理论上是无法破解的。
Computing: Quantum cryptography is unbreakable in theory. But like any security system, in practice it is only as safe as its weakest link.
计算：量子密码理论上是无法破解的。但和任何安全系统一样，在实践中其安全度取决于系统里最薄弱的一环。
Information hiding is an interlaced subject, which is built on the basis of mathematics, modern cryptography, information processing theory, and computer applied techniques.
信息隐藏技术是一门建立在数学、现代密码学、信息处理理论和计算机应用技术基础上的交叉性学科。
Finite Field, Theory of Finite Groups, Chaos Theory, Coding, Digital Watermarking, Cryptography.
有限域，有限群论，混沌理论，编码，数字水印，密码学。
Digital signatures, one of the most important components of cryptography, are the basic theory for protecting the integrity and authenticity of information.
数字签名是密码学中重要的组成部分之一，是信息完整性、真实性的理论基础。
Digital signatures, one of the most important components of cryptography, are the base of theory for protecting the integrity and authenticity of information.
数字签名是密码学中重要的组成部分之一，是信息完整性、真实性的理论基础。
In recognition of his fundamental contributions to the theory of computation, including the complexity-based theory of pseudorandom number generation, cryptography, and communication complexity.
因在计算理论方面的贡献而获奖。包括伪随机数的生成算法、加密算法和通讯复杂性。
Greatest Common Divisor is one of the basic subjects in computational number theory, it has a wide application in encryption and analysis of cryptography.
最大公因子计算是计算数论的基础课题之一，它在密码算法和密码分析中有着非常广泛的应用。
Our experiment result is of great importance in experimental test of some fundamental problems in quantum mechanics, information theory, cryptography, and quantum computation etc.
实验结果在量子力学基础问题的检验、信息论、密码学和量子计算等重要应用方向上，都具有显著的意义和价值。
In some detail, the paper expounds the principle about simple power analysis (SPA) attacks against the general cryptography and a particular theory against data encryption standard (DES) algorithm.
详细地阐述了对通用密码系统实施简易功耗分析攻击(SPA)的理论基础和对DES算法攻击的特定理论，并提出了对SPA的改进算法。
As rapid progress in theory and experiment of quantum cryptography, point-to-point quantum key distribution (QKD) systems are already commercial available.
随着量子密码学在理论和实验上的飞速进展，点对点的量子密钥分发系统已经可以商用。
Elliptical curve cryptography (ECC) is a public key encryption technique based on elliptic curve theory that can be used to create faster, smaller, and more efficient cryptographic keys.
椭圆曲线密码(ECC)是一个基于椭圆曲线理论的公钥加密技术，可以用来创造更快、更小、更高效的加密密钥。
For its close relation to cryptography, coding theory and sequences, almost difference sets have attracted many scholars' attention.
由于几乎差集与密码学、编码理论和序列设计有密切联系，它引起了不少学者的关注。
Quantum cryptography communication is a rapidly growing field, it involves many subjects, such as quantum mechanics, quantum optics, information theory, cryptography and communication technology.
量子密码通信是一个迅速成长的领域，它涉及到许多学科，如量子力学、量子光学、信息论、密码学以及通信技术等。
Information hiding is an interdisciplinary subject of the combination of mathematics, cryptography, information theory and computer application technique.
信息隐藏是数学、密码学、信息论与盘算机应用技术相互结合的一个交叉性的研讨课题。
There are inextricably links between chaos theory and simple cryptography, and chaotic dynamics shows some features that are desirable for the cipher system.
混沌理论与密码学之间存在着千丝万缕的联系，混沌系统的动力学特性满足密码系统的某些安全性能需求。
This scheme is based on the theory of public key cryptography, with some algorithms about RSA, Hash Digest and digital envelop.
该方案主要以目前比较成熟的公钥密钥学理论为基础，用到了RSA加解密、摘要、数字信封等算法。
Information hiding technology is a rising subject involved with information theory, Digital Signal Processing, Cryptography, Digital communication.
信息隐藏技术是一门多学科交叉的新兴学科，它涉及到了信息论、数字信号处置、密码学和数字通信。
Algorithmic Number Theory: Lattices, Number Fields, Curves and Cryptography.
算法数论：格点，数域，曲线和密码系统。
Shoup's main research interests and contributions are computer algorithms relating to number theory, algebra, and cryptography.
他的主要研究方向以及贡献是在与数论、代数学以及密码学有关的计算机算法上面。
Shoup's main research interests and contributions are computer algorithms relating to number theory, algebra, and cryptography.
他的主要研究方向以及贡献是在与数论、代数学以及密码学有关的计算机算法上面。
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