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A Strong Designated Verifiable DL Based Signcryption Scheme

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초록

This paper presents a strong designated verifiable signcryption scheme, in which a message is signcrypted by a signcryptor and only a specific receiver, who called a “designated verifier”, verifies it using his own secret key. The scheme is secure, as an adversary can not verify the signature even if the secret key of the signer is compromised or leaked. The security of the proposed scheme lies in the complexity of solving two computationally hard problems, namely, the Discrete Logarithm Problem (DLP) and the Integer Factorization Problem (IFP). The security analysis of the scheme has been done and it is proved that, the proposed scheme can withstand an adaptive chosen ciphertext attack. This scheme can be very useful in organizations where there is a need to send confidential documents to a specific recipient. This scheme can also be applicable to real life scenarios, such as, e-commerce applications, e-banking and e-voting.

Abstract

This paper presents a strong designated verifiable signcryption scheme, in which a message is signcrypted by a signcryptor and only a specific receiver, who called a “designated verifier”, verifies it using his own secret key. The scheme is secure, as an adversary can not verify the signature even if the secret key of the signer is compromised or leaked. The security of the proposed scheme lies in the complexity of solving two computationally hard problems, namely, the Discrete Logarithm Problem (DLP) and the Integer Factorization Problem (IFP). The security analysis of the scheme has been done and it is proved that, the proposed scheme can withstand an adaptive chosen ciphertext attack. This scheme can be very useful in organizations where there is a need to send confidential documents to a specific recipient. This scheme can also be applicable to real life scenarios, such as, e-commerce applications, e-banking and e-voting.

참고문헌 (14)

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  2. H. Petersen, "Cryptanalysis and improvement of signcryption schemes", IEE Computers and Digital Communications, 145(2), pp.149~151 (1998)
  3. R. Baek,., "Formal proofs for the security of signcryption", Public Key Cryptography 2002, 2274, pp.80~98 (2002), Springer-Verlag
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  6. S. Saeednia, "An efficient strong designated verifier signature scheme", ICISC'03, pp.40~54 (2004), Springer
  7. J. Lee, "Comment on Saeednia et al.'s strong designated verifier signature scheme", COMPUTER STANDARDS INTERFACES, 31(1), pp.258~260, ELSEVIER SCIENCE BV
  8. J.H. An, "On the security of joint signature and encryption", in Proc. EUROCRYPT 2002, 2332, pp.83~107 (2002), Springer
  9. W.-H. He, "Cryptanalysis and improvement of Petersen-Michels signcryption scheme", IEE Proc.-Comput. Digit. Tech., 146(2) (1999)
  10. Z. Shao, "Efficient deniable authentication protocol based on generalized ElGamal signature scheme", Computer Standards & Interfaces, 26(5), pp.449~454 (2004)
  11. G. Yang, "Analysis and improvement of a signcryption scheme with key privacy", in: Information Security Conference—ISC’05, in: Lecture Notes in Comput. Sci., 3650, pp.218~232 (2005), Springer-Verlag
  12. Chik How Tan, "Analysis of improved signcryption scheme with key privacy", Information Processing Letters, 99, pp.135~138 (2006)
  13. Shao Z, "Signature schemes based on factoring and discrete logarithms", IEEE Proc. Comput. Digit. Tech, 145(1), pp.33~36 (1998)
  14. Boris S. Verkhovsky, "Integer Factorization : Solution via Algorithm for Constrained Discrete Logarithm Problem", Journal of Computer Science, 5(9), pp.674~679 (2009)

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