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Journal Electromagnetic Waves and Electronic Systems №5 for 2015 г.
Article in number:
Blind signature scheme based on discrete logarithm problem
Authors:
Nguyen Tien Giang - Master of Engineering, Researcher, Information Technology Department. E-mail: ntgiang77@gmail.com Bui The Truyen - Dr.Sc., Teacher, Le Quy Don Technical University. E-mail: buithetruyen@gmail.com Luu Hong Dung - Dr.Sc., Teacher, Le Quy Don Technical University. E-mail: luuhongdung@gmail.com
Abstract:
In this paper a new blind signature scheme inspired from the Schnorr signature scheme is introduced. The proposed signature scheme is proved to be more secure than previous researches in this field due to hiding the original author of a message.
Pages: 78-85
References

 

  1. Chaum D. Blind signature systems // Advances in Cryptology-CRYPTO-83.Plenum Press. 1984. R. 153-156.
  2. Chaum D., Fiat A., Naor M. Untraceable Electronic Cash // Advances in Cryptology,Crypto - 88. LNCS 403. Springer Verlag. R. 319-327.
  3. Chaum D. Privacy Protected Payment, SMART CARD 2000. Elsevier Science Publishers B.V. 1989. R. 69-93.
  4. Ferguson N.Single Term Off-line Coins // Advances in Cryptology. Eurocrypt-93. LNCS 765. Springer Verlag. R. 318-328.
  5. Chaum D., den Boer B., van Heyst E., Mjolsnes S., Steenbeek A. Efficient Offline Electronic Checks // Advances in Cryptology. Eurocrypt-89. LNCS 434. Springer Verlag. R. 294-301.
  6. Rivest B.C.R., Shamir A., Adleman L.A Method for Obtaining Digital Signatures and Public Key Cryptosystems // Communications of the ACM. 1978. V. 21. № 2. R. 120-126.
  7. National Institute of Standards and Technology. NIST FIPS PUB 186-3. Digital Signature Standard. U.S. Department of Commerce. 1994.
  8. Nyberg K., Rueppel R.A. A New Signature Scheme Base on the DSA Giving Message Recovery // 1st ACM conference on Computer and Communications Security. November 3-5. Fairfax, Virginia.
  9. Camenisch J.L., Piveteau J.-M., Stadler M.A.Blind Signatures Base on Discrete Logarithm Problem // Swiss KWF Foundation. Grant no. 2724.1.
  10. Schnorr C.P. Efficient signature generation by smart cards // Journal of Cryptology. 1991. V. 4. R. 161-174.