高效的模糊属性基签密方案

doi:10.3969/j.issn.1000-436x.2013.z1.002

Abstract

Abstract:

Multi-user communication is the major model of present information exchange and to improve communication security and to solve the problem of communication efficiency is the key of present research. Attributed-based signcryp-tion ensures the confidentiality and integrity of the information during communication and realizes the sending of infor-mation through one-step operation, thus improving the efficiency of signcryption. By using secret sharing model and bi-linear pairs, an efficient fuzzy attribute-based signcryption scheme was presented, and based on DMBDH and CDH prob-lem, the confidentiality and unforgeability of the scheme were proved. Meanwhile, it meets public verifiability and short ciphertext. Compared with other analysis, the amount of computation of signcryption and designcryption is only (n+3)e and ne+(n+4)p, far less than those of other similar schemes and this realizes the efficiency of computation.

Key words: fuzzy attribute, secret sharing, short ciphertext, public verifiability

Xiao-yuan YANG,Zhi-qiang LIN,Yi-liang HAN. Efficient fuzzy attribute-based signcryption scheme[J]. Journal on Communications, 2013, 34(Z1): 8-13.

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References 16

[1]	SHAMIR A . Identity-based cryptosystems and signature schemes[A]. CRYPTO 1984 LNCS 196[C]. Springer, Heidelberg, 1985.47-53.
[2]	CANETTI R , HALEVI S , KATZ J . Chosen ciphertext security from identity based encryption[A]. Advances in Cryptology-Eurocrypt 2004, LNCS 3027[C]. Springer-Verlag, 2004.207-222.
[3]	WATERS B . Dual system encryption: realizing fully secure IBE and HIBE under simple assumptions[A]. Advances in Cryptology-Crypto 2009, LNCS 5677[C]. Springer-Verlag, 2009.619-636.
[4]	LEWKO A , WATERS B . New techniques for dual system encryption and fully secure HIBE with short ciphertexts[A]. Proceeding of TCC 2010, LNCS 5978[C]. Springer-Verlag, 2010.455-479.
[5]	LIANG X H . Research on Attribute Based Cryptosystem[D]. Shanghai: Shanghai Jiao Tong University, 2009.
[6]	SAHAI A , WATERS B . Fuzzy identity-based encryption[A]. EUROCRYPT 2005 LNCS 3494[C]. Springer, Heidelberg, 2005.457-473.
[7]	YANG P Y , CAO Z F , DONG X L . Fuzzy identity based signature with applications to biometric authentication[J]. Computers ＆ Electri-cal Engineering, 2011,37 (4):532-540.
[8]	LI F G , KHAN M K . A biometric identity-based signcryption scheme[J]. Future Generation Computer Systems, 2012,28 (1):306-310.
[9]	WANG M W , REN Z Y , CAI J . A biometric signcryption scheme without bilinear pairing[A]. International Conference on Graphic and Image Processing (ICGIP 2012)[C]. Singapore, 2013.
[10]	GOYAL V , PANDEY O , SAHAI A . Attribute-based encryption for fine-grained access control of encrypted data[A]. Proceedings of the 13th ACM Conference on Computer and Communications Security[C]. Alexandria, VA, USA, 2006.221-238.
[11]	ZHENG Y L . Digital signcryption or how to achieve cost (signature ＆encryption) ＜＜ cost (signature) + cost (encryption)[A]. Cryptol-ogy-CRYPTO'97, LNCS 1294[C]. Berlin, New York, Tokyo, 1997.165-179.
[12]	ZHANG M W , YANG B . Fuzzy biometric signcryption scheme with bilinear pairings in the standard model[A]. Proceeding of PAISI 2010, LNCS 6122[C]. Springer-Verlag Berlin Heidelberg, 2010.77-87.
[13]	HU C Q , ZHANG N , LI H . Body area network security: a fuzzy attrib-ute-based signcryption scheme[EB/OL]. , 2012-09-15/2013-05-06.
[14]	GUO Z Z , LI M C , FAN X X . Attribute-based ring signcryption scheme[J]. Security and Communication Networks, 2013,6 (6):790-796.
[15]	LI X X , QIAN H F , WENG J . Fully secure identity-based signcryption scheme with shorter signcryptext in the standard model[J]. Mathe-matical and Computer Modelling, 2013,57 (3-4):503-511.
[16]	SHAMIR A . How to share a secret[J]. Communications of the ACM, 1979,22 (11):612-613.

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方案	签密过程	解签密过程
ZHANG^[12]	(2n+2)e	ne+5np
HU^[13]	(4n+4)e	3ne+(4n+1)p
本文方案	(n+3)e	ne+(n+4)p

方案	签密文长度	可公开验证性
ZHANG^[12]	(2n+2)\|G\|+\|G_T\|	NO
HU^[13]	(n+2)\|G\|+2\|G_T\|+\|Z_p\|	NO
本文方案	(n+2)\|G\|+2\|G_T\|	YES

属性个数	1	3	5	7
ZHANG^[12]	2 304	2 688	4 992	6 528
HU^[13]	2 112	2 496	3 648	4 416
本文方案	1 920	2 304	3 456	4 224

Efficient fuzzy attribute-based signcryption scheme

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