Results 211 to 220 of about 43,933 (259)
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A BATCH VERIFICATION FOR MULTIPLE PROXY SIGNATURE
Parallel Processing Letters, 2011In this article, we proposed a batch verification scheme for multiple proxy signatures to reduce the proxy signature verification time. The proposed scheme is not only efficient because it does not verify each individual proxy signature separately, but also secure because it can detect forged multiple proxy signatures without failure.
Tzeng, Shiang-Feng +2 more
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Batch Verification of EdDSA Signatures
2014In AfricaCrypt 2012 and ACNS 2014, several algorithms are proposed for the batch verification of ECDSA signatures. In this paper, we make a comparative study of these methods for the Edwards curve digital signature algorithm (EdDSA). We describe the adaptation of Algorithms N, N′, S2′ and SP for EdDSA signatures.
Sabyasachi Karati, Abhijit Das
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Batch proxy quantum blind signature scheme
Science China Information Sciences, 2011Motivated by proxy signature and blind signature for the secure communications, the batch signature is proposed to create a novel quantum cryptosystem. It is based on three-dimensional two-particle-entangled quantum system which is used to distribute the quantum keys and create strings of quantum-trits (qutrits) for messages. All of the messages, which
JinJing Shi +4 more
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Detecting invalid digital signatures in batches
2017 IEEE Conference on Dependable and Secure Computing, 2017We show that invalid signatures generated by attackers may be complex, and these signatures are difficult to detect. The detecting method which is widely used now may not detect such invalid signatures with a small probability. In this paper, we use cover-free families to certainly detect them when the number of invalid signatures is small enough.
D. J. Guan +3 more
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Batch Verification of ECDSA Signatures
2012In this paper, we study several algorithms for batch verification of ECDSA signatures. The first of these algorithms is based upon the naive idea of taking square roots in the underlying field. We also propose two new and efficient algorithms which replace square-root computations by symbolic manipulations.
Sabyasachi Karati +5 more
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Batch Verification for Certificateless Signature Schemes
2009 International Conference on Computational Intelligence and Security, 2009Batch verification is a practical and significant technique which is very useful for greatly reducing the computational cost of verifying many signatures simultaneously. This technique is very attractive for authentications in computation-limited applications such as sensor network and banking service.
Manman Geng, Futai Zhang
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Cryptanalysis schemes against batch verification signature
2009 Chinese Control and Decision Conference, 2009Batch verification signature is an efficient signature to generate and verify signatures for a batch of message in a single protocol. In the paper, analyses were made on the basic principles of batch verification signature, as to the security problems of present batch verification signature schemes; we presented an improved batch verification signature
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Batch Verifications with ID-Based Signatures
2005An identity (ID)-based signature scheme allows any pair of users to verify each other’s signatures without exchanging public key certificates. With the advent of Bilinear maps, several ID-based signatures based on the discrete logarithm problem have been proposed. While these signatures have an advantage in the fact that the system secret can be shared
HyoJin Yoon, Jung Hee Cheon, Yongdae Kim
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Effient Electronic Cash Using Batch Signatures
1999All known anonymous electronic cash protocols are inefficient compared to other electronic payment protocols. This is because much of the complexity of the protocols is devoted to ensuring the anonymity of the consumer. This problem is addressed with an extension of Brands' electronic cash payment protocol using batch cryptography.
Colin Boyd, Ernest Foo, Chris Pavlovski
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Batch Blind Signatures on Elliptic Curves
2015Blind signature is a fundamental tool in electronic cash. In most existing blind signature schemes, both the signer and the verifier need to take expensive modular exponentiations. This situation is deteriorated in significant monetary transactions in which a large number of (multi-)exponentiations need to be calculated. This paper proposes batch blind
Yang Sun +4 more
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