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Computer Science - Security and Cryptology | Pairing-Based Cryptography -- Pairing 2013 - 6th International Conference, Beijing, China, November

Pairing-Based Cryptography -- Pairing 2013

6th International Conference, Beijing, China, November 22-24, 2013, Revised Selected Papers

Cao, Zhenfu, Zhang, Fangguo (Eds.)

2014, X, 251 p. 10 illus.

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This book constitutes the refereed proceedings of the 6th International Conference on Pairing-Based Cryptography, Pairing 2013, held in Beijing, China, in November 2013.
The 14 full papers presented were carefully reviewed and selected from 59 submissions. As in previous years, the focus of Pairing 2013 is on all aspects of pairing-based cryptography, including: cryptographic primitives and protocols, mathematical foundations, software and hardware implementation, as well as applied security.

Content Level » Research

Keywords » cryptographic primitives - cryptographic protocols - cryptography - mathematical foundations of cryptography - public key encryption - security in hardware - software and application security

Related subjects » Security and Cryptology - Theoretical Computer Science

Table of contents 

EAGL: An Elliptic Curve Arithmetic GPU-Based Library for Bilinear Pairing.- Weakness of F36·509 for Discrete Logarithm Cryptography.- The Special Number Field Sieve in Fpn: Application to Pairing-Friendly Constructions.- Efficient Semi-static Secure Broadcast Encryption Scheme.- Pairing Inversion via Non-degenerate Auxiliary Pairings.- Constructing Symmetric Pairings over Super singular Elliptic Curves with Embedding Degree Three.- Predicate and Attribute-Hiding Inner Product Encryption in a Public Key Setting.- Fast Symmetric Pairing Revisited.- Efficient Leakage-Resilient Identity-Based Encryption with CCA Security.- Revocable IBE Systems with Almost Constant-Size Key Update.- Pseudo 8–Sparse Multiplication for Efficient Ate–Based Pairing on Barreto–Naehrig Curve.- Adaptable Ciphertext-Policy Attribute-Based Encryption.- Algorithms for Pairing-Friendly Primes.- Pand A: Pairings and Arithmetic.

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