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Cryptography and Coding : 12th Ima International Conference, Imacc 2009, Cirencester, Uk, December 15-17, 2009, Proceedings - Matthew G. Parker

Cryptography and Coding

12th Ima International Conference, Imacc 2009, Cirencester, Uk, December 15-17, 2009, Proceedings

By: Matthew G. Parker (Editor)

Paperback | 7 December 2009

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Coding Theory.- Subspace Codes.- On Linear Programming Decoding on a Quantized Additive White Gaussian Noise Channel.- Codes as Modules over Skew Polynomial Rings.- On Higher Weights and Code Existence.- Mass Formula for Even Codes over .- On the Classification of Self-dual -Codes.- On Linear Codes from Maximal Curves.- Symmetric Cryptography.- On Linear Cryptanalysis with Many Linear Approximations.- Bivium as a Mixed-Integer Linear Programming Problem.- Security of Cyclic Double Block Length Hash Functions.- Another Glance at Double-Length Hashing.- Geometric Ideas for Cryptographic Equation Solving in Even Characteristic.- Security Protocols.- Provably Secure Code-Based Threshold Ring Signatures.- A New Protocol for the Nearby Friend Problem.- Distributing the Key Distribution Centre in Sakai-Kasahara Based Systems.- Key Predistribution Schemes and One-Time Broadcast Encryption Schemes from Algebraic Geometry Codes.- Attribute-Based Encryption Supporting Direct/Indirect Revocation Modes.- Certificate-Free Attribute Authentication.- Asymmetric Cryptography.- Comparing with RSA.- Double-Exponentiation in Factor-4 Groups and Its Applications.- Oracle-Assisted Static Diffie-Hellman Is Easier Than Discrete Logarithms.- An Improvement to the Gaudry-Schost Algorithm for Multidimensional Discrete Logarithm Problems.- Boolean Functions.- On Designs and Multiplier Groups Constructed from Almost Perfect Nonlinear Functions.- A New Family of Hyper-Bent Boolean Functions in Polynomial Form.- The Rayleigh Quotient of Bent Functions.- Side Channels and Implementations.- Cache Timing Analysis of LFSR-Based Stream Ciphers.- Optimal Recovery of Secret Keys from Weak Side Channel Traces.- Practical Zero-Knowledge Proofs for Circuit Evaluation.

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