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A Blind Signature Scheme Constructed with Error Correcting Codes

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In this paper we propose a conversion from signature scheme connected to coding theory into blind signature scheme. The blind signature scheme is based on CFS signature scheme, so the security of the proposed blind signature scheme is equal to the security of CFS signature scheme. The security can be reduced in the random oracle model to the well-known syndrome decoding problem and the distinguishability of permuted binary Goppa code from a random code. This is a secure blind signature scheme which cannot be broken by quantum computers via cryptanalyzing the underlying signature scheme employing Shor's algorithms. From security analysis, we know that the scheme not only has the basic features, such as blindness, unforgeability, untracability, but also is based on coding theory, so it can resist attacks from quantum algorithms. Compared with other blind signature algorithms, our scheme has better performance.
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Keywords: BLIND SIGNATURE; ERROR CORRECTING CODES; POST QUANTUM CRYPTOGRAPHY; PUBLIC KEY CRYPTOGRAPHY; UNFORGEABILITY

Document Type: Research Article

Publication date: March 1, 2016

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  • JOURNAL OF COMPUTATIONAL INTELLIGENCE AND ELECTRONIC SYSTEMS publishes emerging research in the areas of the computational intelligence and electronic systems. JCIES publishes in all areas of computational intelligence design and applications: applications oriented developments, successful industrial implementations, design tools, technology reviews, computational intelligence education, and applied research, specific emphasis on power electronics, embedded systems, semiconductor devices, analogue circuits, digital electronics, microwave and millimeter-wave techniques, wireless and optical communications, sensors, instrumentation and medical electronics much more.
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