Advances in Cryptology

Signature schemes and anonymous credentials from bilinear maps. Asymptotically optimal communication for torus-based cryptography. Paradigm of hybrid encryption scheme. Pseudo-signatures, broadcast, and multi-party computation from correlated randomness.

Подобные документы

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  • Joint fingerprinting and decryption of broadcast messages. An estimation attack on content-based video fingerprinting. Statistics- and spatiality-based feature distance measure for error resilient image authentication. Analysis based on quartic equation.

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  • Intellectual information systems as hybrid neural networks. Using the topology of neural networks based on a fuzzy perceptron, ANFIS, TSK, Wang & Mendel’s network to solve diagnostic problems in medicine. Influence of the fuzzy rule on output signal.

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  • Antivirus is used to prevent, detect and remove malware, including computer viruses and worms. Such programs may also prevent and remove adware, spyware and other forms of malware. Identification methods: signature based detection and file emulation.

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  • Replacing symbolic information, such as a sequence of bits or a message written in a natural language, by another message using different symbols. The properties of arithmetic coding. The problem of reliable communication. Coding natural languages.

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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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  • Higher-level programming language (commonly C, C++, or java) and familiarity with the fundamentals of data structures and algorithms. The study of the theory of computation. A hierarchy of formal language and automata. Limits of algorithmic computation.

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  • The principle of quantum cryptography. Quantum no-cloning theorem. State detection and random number generator. Verify assumptions used in a security proof. Quantum hacking and countermeasures from this. Introduction of cryptography for engineers.

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  • The Random Oracle Model and the Ideal Cipher Model Are Equivalent. Programmable Hash Functions and Their Applications. Adaptive One-Way Functions and Applications. Bits Security of the Elliptic Curve Diffie–Hellman Secret Keys. Cryptanalysis of MinRank.

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  • A problem of binary pseudo random sequences creation of cryptographic security system for sequences of maximal length, with static characteristics. The questions of Galois and Fibonacci of creation primitive matrices random size over the simple field.

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  • Privacy and Authentication in program. The random Number Generation. Message-Authentication Code Algorithms. Encrypt and Authenticate Modes. Goals of Public Key Cryptography. The process optimize 32-Bit Implementation. Performance of the Small Variant.

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  • Cryptography is the science of using mathematics to encrypt and decrypt data. PGP data compression routines, the random numbers used as session keys, the message digest. Compromised passphrase and private key. Protecting against bogus timestamps.

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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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  • Finding Boolean functions with maximum algebraic immunity based on univariate polynomial representation. Algebraic techniques in differential cryptanalysis revisited. An efficient rational secret sharing scheme based on the chinese remainder theorem.

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