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IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences
Online ISSN : 1745-1337
Print ISSN : 0916-8508
Special Section on Discrete Mathematics and Its Applications
Redactable Signature with Compactness from Set-Commitment
Masayuki TEZUKAKeisuke TANAKA
Author information
  • Masayuki TEZUKA

    Department of Mathematical and Computing Sciences, Tokyo Institute of Technology

  • Keisuke TANAKA

    Department of Mathematical and Computing Sciences, Tokyo Institute of Technology

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ORCID
Keywords:redactable signature scheme,compactness,storing redactable signature problem,set-commitment scheme
JOURNALRESTRICTED ACCESS

2021 Volume E104.AIssue 9Pages 1175-1187

DOIhttps://doi.org/10.1587/transfun.2020DMP0013
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  • Published: September 01, 2021Manuscript Received: September 18, 2020Released on J-STAGE: September 01, 2021Accepted: -Advance online publication: March 16, 2021Manuscript Revised: January 28, 2021
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Abstract

Redactable signature allows anyone to remove parts of a signed message without invalidating the signature. The need to prove the validity of digital documents issued by governments is increasing. When governments disclose documents, they must remove private information concerning individuals. Redactable signature is useful for such a situation. However, in most redactable signature schemes, to remove parts of the signed message, we need pieces of information for each part we want to remove. If a signed message consists of elements, the number of elements in an original signature is at least linear in. As far as we know, in some redactable signature schemes, the number of elements in an original signature is constant, regardless of the number of elements in a message to be signed. However, these constructions have drawbacks in that the use of the random oracle model or generic group model. In this paper, we construct an efficient redactable signature to overcome these drawbacks. Our redactable signature is obtained by combining set-commitment proposed in the recent work by Fuchsbauer et al. (JoC 2019) and digital signatures.

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