2011•Unpublished venueRequires access

Efficient ID-based Proxy Signature in the Standard Model

Liu Xing-bing

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Abstract

At present,the security of the identity based proxy signature schemes was almost proven in the random oracle model,but for which any implementation of the random oracle results in insecure schemes.It is more practical to design threshold proxy signature scheme in the standard model,compared with the existing ones.This paper presented an secure and efficient ID-based proxy signature scheme(IBPS) in the standard model.The scheme's correctness was exactly proven in terms of bilinear pairing technique and its security analysis and prove was given in detail in the assumption of the computational Diffie-Hellman problem.Compared with the known identity based scheme in the standard model,the scheme enjoys less operation.

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What this paper is about

At present,the security of the identity based proxy signature schemes was almost proven in the random oracle model,but for which any implementation of the random oracle results in insecure schemes.It is more practical to design threshold proxy signature scheme in the standard model,compared with the existing ones.This paper presented an secure and efficient ID-based proxy signature scheme(IBPS) in the standard model.The scheme's correctness was exactly proven in terms of bilinear pairing technique and its security analysis and prove was given in detail in the assumption of the computational Diffie-Hellman problem.Compared with the known identity based scheme in the standard model,the scheme enjoys less operation.

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Available abstract

At present,the security of the identity based proxy signature schemes was almost proven in the random oracle model,but for which any implementation of the random oracle results in insecure schemes.It is more practical to design threshold proxy signature scheme in the standard model,compared with the existing ones.This paper presented an secure and efficient ID-based proxy signature scheme(IBPS) in the standard model.The scheme's correctness was exactly proven in terms of bilinear pairing technique and its security analysis and prove was given in detail in the assumption of the computational Diffie-Hellman problem.Compared with the known identity based scheme in the standard model,the scheme enjoys less operation.

Key concepts: Random oracle, Computer science, Correctness, Standard Model (mathematical formulation), Proxy (statistics), Bilinear interpolation, Scheme (mathematics), Schnorr signature

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