Paper 2023/360

Fast and Efficient Code-Based Digital Signature with Dual Inverse Matrix

Farshid Haidary Makoui, University of Victoria
T. Aaron Gulliver, University of Victoria
Mohammad Dakhilalian

Digital signatures ensure legitimate access through identity authentication. It is also used to build blocks in blockchains and to authenticate transactions. The Courtois-Finiasz-Sendrier (CFS) digital signature is a well-known code-based digital signature scheme based on the Niederreiter cryptosystem. The CFS signature, however, is not widely used due to the long processing time required by its signing algorithm. Most code-based digital signature schemes are based on Niederreiter. The present paper proposes a new code-based digital signature based on the McEliece cryptosystem. The proposed McEliece code-based scheme also gives less complexity and a higher success rate. The scheme provides an efficient code-based algorithm to sign a document in a shorter processing time. The scheme is also secure against public key structural attacks. Key generation, signing, and verification algorithms are presented. The key generation algorithm constructs three-tuple public keys using a dual inverse matrix. The proposed signing scheme is the first code-based digital signature based on McEliece with the lower processing time required to construct a valid digital signature. The proposed signing algorithm also constructs smaller signatures. In addition, the verification algorithm checks the integrity value to avoid any forgery before final verification.

Note: N/A

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Publication info
CryptographyCoding theorycode-based Digital Signature
Contact author(s)
Makoui @ uvic ca
agullive @ ece uvic ca
mdalian @ iut ac ir
2023-06-05: withdrawn
2023-03-12: received
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