Information security, coding theory and related combinatorics

Crypto applications of combinatorial group theory. Generating rooted trees of nodes uniformly at random. Designs, strongly regular graphs and codes constructed from some primitive groups. Quantum jump codes and some related combinatorial designs.

Подобные документы

  • Basics of Contemporary Cryptography for Information Technology Practitioners. Codes for Error Detection. Advances in Coding Theory and Cryptography. Arcs, minihypers, and the classification of three-dimensional Griesmer codes. About the code equivalence.

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  • Characterization of the foundations of modern cryptography for practitioners. Description of codes for error detection. Definition of advance in coding theory and cryptography. The main advances in algebraic geometry codes and coding in cryptology.

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  • Basics of Contemporary Cryptography. Codes for Error Detection. Advances in Coding Theory and Cryptography. Encryption Basics. Authentication Codes in the Query Model. Collision in the DSA Function. Fuzzy Identity-based Encryption: Efficient Schemes.

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  • Quantum coherence and information processing. Expectation values and the von Neumann projection. Quantum relative and conditional entropies. Information and the foundations of physics. Application quantum coding, error detection, and correction.

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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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  • 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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  • Practical acquaintance with the capabilities, configuration of firewalls. Information security in computer systems. Identify and control applications. The addition of security devices. Regular inspections of all users, regardless of location or device.

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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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  • Mathematical model of transformation of stochastic and fuzzy information in quantum information in the form of multiplication of unitary operators from not commutative von Neumann group. Theoretical basis of information technologies of quantum-logic.

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  • The comprehensive analysis of the American concept of threats to information security and determination of priority areas of the US’s activity in creating a secure national cyberspace. The number of incidents related to computer systems and networks.

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  • Fair Blind Signatures without Random Oracles. Fair Partially Blind Signatures. Parallel Shortest Lattice Vector Enumeration on Graphics Cards. Information-Theoretically Secure Key-Insulated Multireceiver Authentication Codes. Side-Channel, Fault Attacks.

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  • The article deals with problems of a different nature that arise in any type of business activity with insufficient attention to the removal or concealment of the information contained in the metadata of various documents. Various types of documents.

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  • Study of issues of maximizing small root bounds by linearization and applications of subjects of small secret exponents in RSA. Secure network coding over the integers, and the CCA proxy re-encryption without bilinear maps in the standard model.

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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 study of the sequence of stages of reconstruction of graphical images on a computer using decoding dual vectors of the tuple. Decoding code values in software components. Ways of coding information. Methods of the decrypting computer codes cost.

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  • A proposed public key distribution protocol, which is based on diffie-hellman problem is a two-pass protocol and has many of desirable secrity; the protocol is an extension diffie-hellman key exchange using random numbers and establishes a shared key K.

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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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  • Tools for Security and Insecurity. Unbiasing a Biased Coin. Combining Weak Sources of Entropy. Pseudorandom Number Generators. Random Permutation Generation. Sound Approach to Random Number Generation and Use. Computationally Secure Information Stealing.

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  • Analysis procedure synthesis, analysis and architectural and structural construction computing subsystem as part of the information management system security. The criticality of architectural elements and functions of management information system.

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  • Digital signatures: background and definitions. Cryptographic hardness assumptions and constructions based on general assumptions, signature schemes based on the (strong) RSA assumption. The random oracle model and full-domain hash (related) schemes.

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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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  • 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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  • Computer science as the theory of representation, processing and use of the information, main directions of development of science, its subject, ikomponenty. Properties and coding information. Rules of conversion from binary to decimal number system.

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  • International recommendations on Using error control coding at different network layers. The complexity of decoding in the channel with independent errors. Providing security of data in a network with the help of coding methods. Public-key cryptography.

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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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