Sentence examples for cryptography hash function from inspiring English sources

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As the core of cryptography, hash function is one of the basic techniques for information security.

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Her research interests include algorithmic number theory, algebraic geometry, elliptic curve cryptography, hash functions, and security protocols.

Recently, multimedia hashing functions [1, 2] have been introduced as a potential solution for tracing the unauthorized use of digital media files since the traditional cryptography hash functions (such as MD5, SHA-1) cannot satisfy the requirements of multimedia content authentication because the cryptographic hash is sensitive to every single bit of input.

They are organized in topical sections named: public-key cryptography, foundation, symmetric cipher, security proof, lattice-based cryptography and number theory, hash function, cryptographic protocol, and implementation issues.

The proposed protocol is based on the elliptic curve cryptography and one-way cryptographic hash function.

Hash function/ A cryptography tool that turns any input into a string of characters that serves as a virtually unforgeable digital fingerprint of the data, called a hash.

The contributions are organized in topical sections on lattices and quantum cryptography; public key encryption; database privacy; hash function; symmetric key encryption; zero knowledge proof; universal composability; foundation; secure computation and secret sharing; public key signature; and leakage resilient cryptography.

The papers are organized in topical sections on chosen ciphertext security, cryptanalysis of hash functions and block ciphers, distributed cryptography, zero knowledge, and implementation.

In traditional auctions, cryptographic functions (public key cryptography, hash chains, etc).

The papers are organized in topical sections on cryptanalysis of hash functions, security in clouds, bits and randomness, cryptanalysis of ciphers, cryptanalysis of public-key crypthography, cipher implementation, new designs and mathematical aspects of applied cryptography.

Number theory has important applications in computer organization and security, coding and cryptography, random number generation, hash functions, and graphics.

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