2009Jisuanji gongcheng yu shejiRequires access

ID-based(t,n) threshold blind signature scheme

Shunxiang Wu

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Abstract

A new ID-based threshold blind signature scheme based on bilinear pairings is proposed using the technique of verifiable secret sharing scheme, the dishonest private key generator can not impersonate any user at any time. The threshold signature and blind signature are implemented effectively to make blind signature more secure and effetive in electric business and cash charge busi- ness. Up to now, it is the first pairing-based cryptography on ID-based threshold blind signature. Analysis shows that the proposed scheme has provable security properties of blindness, unforgeability and robustness. Furthermore, it is more efficient compared with the previous schemes.

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What this paper is about

A new ID-based threshold blind signature scheme based on bilinear pairings is proposed using the technique of verifiable secret sharing scheme, the dishonest private key generator can not impersonate any user at any time. The threshold signature and blind signature are implemented effectively to make blind signature more secure and effetive in electric business and cash charge busi- ness. Up to now, it is the first pairing-based cryptography on ID-based threshold blind signature. Analysis shows that the proposed scheme has provable security properties of blindness, unforgeability and robustness. Furthermore, it is more efficient compared with the previous schemes.

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Available abstract

A new ID-based threshold blind signature scheme based on bilinear pairings is proposed using the technique of verifiable secret sharing scheme, the dishonest private key generator can not impersonate any user at any time. The threshold signature and blind signature are implemented effectively to make blind signature more secure and effetive in electric business and cash charge busi- ness. Up to now, it is the first pairing-based cryptography on ID-based threshold blind signature. Analysis shows that the proposed scheme has provable security properties of blindness, unforgeability and robustness. Furthermore, it is more efficient compared with the previous schemes.

Key concepts: Computer science, Blind signature, Signature (topology), Public-key cryptography, Secret sharing, Scheme (mathematics), Verifiable secret sharing, Key generation

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