2009Computer Engineering and Applications JournalRequires access

Improved certificateless signature and blind signature schemes

Song Ru-shun

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Abstract

An improved certificateless signature scheme,based on a previous construction of Zhang et al,is advanced.The new certificateless signature scheme is computationally efficient in that it just needs two pairing operations in its signing and verification phases.It is proved secure in the random oracle models with the assumption that the computational Diffie-Hellman problem is infeasible.At the same time,a blind signature scheme is presented,which is based on the new certificateless signature scheme.Therefore,the security of blind signature scheme depends on certificateless signature scheme.

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What this paper is about

An improved certificateless signature scheme,based on a previous construction of Zhang et al,is advanced.The new certificateless signature scheme is computationally efficient in that it just needs two pairing operations in its signing and verification phases.It is proved secure in the random oracle models with the assumption that the computational Diffie-Hellman problem is infeasible.At the same time,a blind signature scheme is presented,which is based on the new certificateless signature scheme.Therefore,the security of blind signature scheme depends on certificateless signature scheme.

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Available abstract

An improved certificateless signature scheme,based on a previous construction of Zhang et al,is advanced.The new certificateless signature scheme is computationally efficient in that it just needs two pairing operations in its signing and verification phases.It is proved secure in the random oracle models with the assumption that the computational Diffie-Hellman problem is infeasible.At the same time,a blind signature scheme is presented,which is based on the new certificateless signature scheme.Therefore,the security of blind signature scheme depends on certificateless signature scheme.

Key concepts: Random oracle, Schnorr signature, Blind signature, Signature (topology), ElGamal signature scheme, Merkle signature scheme, Computer science, Ring signature

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