Modern cryptography: theory and practice

Criteria for desirable cryptographic systems and protocols. Security properties for authenticated key establishment. Standard notation of mathematical foundations. Classical ciphers: usefulness and security. The optimal asymmetric encryption padding.

Подобные документы

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  • Computer security approach. Message authentication codes. Bilinear maps from elliptic curve pairings. Cryptographic hash functions. Method of session key generation. Secure authenticated encryption schemes. An efficient protocol in extended model.

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  • Database and logic abduction method. Classical Logic Programming approach. Soundness and completeness DLA method. Various aspects of analysis of security protocols. Needham-Schroeder protocol. Optimized Otway-Rees protocol. Internet Key Exchange Protocol.

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  • Theory and practice for integrating strong security features into modern communications and computer applications. Efficient hardware implementations and speed software for embedded systems, smart cards, microprocessors, hardware and software security.

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  • A novel tool for analyzing classical cryptographic protocols to model the more complex Internet security protocol families. The modifications that were necessary in the tool and how the tool illuminates flaws in the Transport Layer Security protocol.

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  • Arithmetic and number theory in C and C++. The fundamental operations in programs. Modular arithmetic: calculating with residue classes. Addition chains and windows. Cryptographic application of exponentiation. A modern the data encryption standard.

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  • The elements of computer security. Cryptography approaches and attacks. An advanced encryption standard. Key generation and distribution approaches and attacks. The qualities of workable security solutions. The trusted platform module at biometrics.

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  • Introduction to cryptography and data security. The study of random numbers and an unbreakable stream cipher. The data encryption standard and alternatives. Practical aspects of public-key cryptography. Principles of message authentication codes.

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  • Cryptanalysis of countermeasures proposed for repairing. Security analysis of the gennaro-halevi-rabin signature scheme. Authenticated key exchange secure against dictionary attacks. The modern security aspects of practical quantum cryptography.

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  • Encryption standard adopted by the USA government through a competitive Advanced Encryption Standard. Evaluation algorithms for the various platforms. Cryptographic analysis and its properties. Testing of individual algorithms. Algorithmic version of AES.

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  • Public key encryption and digital signature security definitions. Composable symbolic analysis for public key encryption. Ideal functionality formulations. Redefining ideal functionalities. Adding signatures to universally composable symbolic analysis.

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  • The problem of protecting information by transforming it, precluding its reading an outsider. Cryptographic methods of data protection - special encryption, encoding or a conversion. Architecture, devices and addresses applications of cryptography.

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  • Classical cryptography and quantum computation, as well as the signature scheme to the security of Merkle. Challenges in quantum cryptography and the authentication path computation. Basic designs and variations of multivariate public-key cryptography.

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  • Cryptography from the perspective of security and mechanisms to implement them: discussing issues such as e-mail security, public-key architecture, virtual private networks, Web services security, wireless security, and confidentiality and integrity.

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  • The security challenges of ubiquitous computing. The study side channel attack methodology. Hardware to solve sparse systems of linear equations over. Symmetric ciphers: side channel attacks and countermeasures. Attacks on asymmetric cryptosystems.

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  • A practical guide to using encryption technology to ensure confidentiality, security and integrity of your most valuable assets - its data. The analysis of the basic fundamentals of cryptography and its techniques for dealing with electronic security.

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  • Computing the Cassels pairing classes in Tate group. The calculation of the pairing on twisted Edwards in the form of elliptic curves. Control malicious proxy re-encryption. Security and anonymity-based encryption with trusted certification authorities.

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  • Android operating system security. Analysis and processing of personal data. Ways to overcome security protection. Analysis of existing systems determines the level of danger. Encryption with a public-key. Structure, components of Android applications.

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  • A computational complexity based theory of modern encryption. Generating pseudo-random bit or number sequences. Generic encryption with pseudorandom functions. Problems with deterministic encryption in general. Required properties for digital cash.

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  • The determination of the level of security provided by the finalists is largely guesswork, as in the case of any unbroken cryptosystem. Software implementation languages. General security. Software speeds for encryption, decryption, and key setup.

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  • Bits and Bytes. Complementation or Bitwise NOT. Special Operations and Abbreviations. Booleans and BitFields. Conversion of Integral Types to Byte Arrays. Symmetric Block Ciphers. Rijndael and the Advanced Encryption Standard. Public Key Cryptography.

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  • A bird's-eye view of modern cryptography. Preliminaries and Defining security in cryptography. Elementary number theory and algebra background. Approximations using partial Greatest common divisors computations. Birthday-based algorithms for functions.

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  • Efficient second-order power analysis. Long modular multiplication for cryptographic applications. The leak resistant arithmetic. Compared elliptic curve cryptography. Instruction set extensions for fast arithmetic. Fault analysis of stream ciphers.

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  • Basic security skills on the World Wide Web. Cryptology, Web site protection and attacks. One-way encryptions and message digests. Some strong symmetric-key ciphers. Practical software-based stream ciphers. Block ciphers with variable key lengths.

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  • From the Riddles of Ancient Egypt to Cryptography in the Renaissance — 3500 Years in the Making. Three Post-Renaissance Centuries. Symmetric-Key and Public-Key Cryptography. Electronic Mail and Internet Security. Noncryptographic Security Issues.

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