Certificateless Signature and Group Signature Schemes Based on Bilinear Pairings
Zhenfang Zhu
Abstract
Zhenfang Zhu
Abstract
Traditional digital signature schemes need much more storage and management overhead for the use of certificates,while the identity-based digital signature schemes fail to solve the inherent key-escrow problem.Certificateless signature schemes need no certificates and can solve the key-escrow problem.This paper presents a certificateless signature scheme from bilinear pairings,and verifies its security under the random oracle machine.It designs a certificateless group signature scheme from the certificateless signature scheme,and its security is founded under the assumption of the computational Diffie-Hellman problem.Performance analysis shows that both signature schemes are secure and have high performing efficiency.
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Traditional digital signature schemes need much more storage and management overhead for the use of certificates,while the identity-based digital signature schemes fail to solve the inherent key-escrow problem.Certificateless signature schemes need no certificates and can solve the key-escrow problem.This paper presents a certificateless signature scheme from bilinear pairings,and verifies its security under the random oracle machine.It designs a certificateless group signature scheme from the certificateless signature scheme,and its security is founded under the assumption of the computational Diffie-Hellman problem.Performance analysis shows that both signature schemes are secure and have high performing efficiency.
Key concepts: Key escrow, Random oracle, Computer science, Schnorr signature, Digital signature, Signature (topology), Merkle signature scheme, Bilinear interpolation