CANS 2009 - PDF Preprint Papers

CANS 2009 Medical Applications of the Complex Systems Complexity and Intelligence of the Artificial and Natural Complex Systems

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CANS
2009
Springer

276views Cryptology» more CANS 2009»

Group Signatures with Verifier-Local Revocation and Backward Unlinkability in the Standard Model

13 years 9 months ago

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Group signatures allow users to anonymously sign messages in the name of a group. Membership revocation has always been a critical issue in such systems. In 2004, Boneh and Shacham...

Benoît Libert, Damien Vergnaud

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Id	Views	Title	Status

1	276	Group Signatures with Verifier-Local Revocation and Backward Unlinkability in the Standard Model	claim
2	194	Algebraic Attack on the MQQ Public Key Cryptosystem	claim
3	180	RFID Distance Bounding Protocol with Mixed Challenges to Prevent Relay Attacks	claim
4	169	Privacy-Preserving Relationship Path Discovery in Social Networks	claim
5	165	An Analysis of the Compact XSL Attack on BES and Embedded SMS4	claim
6	165	Blink 'Em All: Scalable, User-Friendly and Secure Initialization of Wireless Sensor Nodes	claim
7	164	Extensions of the Cube Attack Based on Low Degree Annihilators	claim
8	160	Short Hash-Based Signatures for Wireless Sensor Networks	claim
9	153	Computing on Encrypted Data	claim
10	152	On the Usability of Secure Association of Wireless Devices Based on Distance Bounding	claim
11	150	Linear (Hull) and Algebraic Cryptanalysis of the Block Cipher PRESENT	claim
12	136	Verifying Anonymous Credential Systems in Applied Pi Calculus	claim
13	132	Fully Robust Tree-Diffie-Hellman Group Key Exchange	claim
14	128	Construction of Rotation Symmetric Boolean Functions with Maximum Algebraic Immunity	claim
15	126	Ensuring Authentication of Digital Information Using Cryptographic Accumulators	claim
16	121	On Cryptographic Schemes Based on Discrete Logarithms and Factoring	claim
17	120	Improved Garbled Circuit Building Blocks and Applications to Auctions and Computing Minima	claim
18	115	Private-Key Hidden Vector Encryption with Key Confidentiality	claim
19	109	Multi-core Implementation of the Tate Pairing over Supersingular Elliptic Curves	claim
20	105	Transferable Constant-Size Fair E-Cash	claim

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