• ISSN 0258-2724
  • CN 51-1277/U
  • EI Compendex
  • Scopus
  • Indexed by Core Journals of China, Chinese S&T Journal Citation Reports
  • Chinese S&T Journal Citation Reports
  • Chinese Science Citation Database
Volume 19 Issue 3
Jun.  2006
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Article Contents
LU Rongbo, SU Hangli, HE Dake, MIAO Xianghua. Offline E-cash System with Finite Circulation Period Based on Elliptic Curve[J]. Journal of Southwest Jiaotong University, 2006, 19(3): 314-318.
Citation: LU Rongbo, SU Hangli, HE Dake, MIAO Xianghua. Offline E-cash System with Finite Circulation Period Based on Elliptic Curve[J]. Journal of Southwest Jiaotong University, 2006, 19(3): 314-318.

Offline E-cash System with Finite Circulation Period Based on Elliptic Curve

  • Received Date: 02 Dec 2004
  • Publish Date: 25 Jun 2006
  • To prevent e-cash from double-spending and unlimited increase in the records of databases,an improved offline e-cash system based on elliptic curve cryptography was proposed.The improved system utilizes good properties of elliptic curve cryptography system and adopts zero knowledge proof.Partial blind signature based on elliptic curve cryptography ensures that the e-cash is valid only in the period issued by the bank according to the withdrawal protocol,and the historical record of the e-cash that exceeds the valid period will be removed,which greatly reduce the amount of traffic and effort of calculation and improve the efficiency.The security of the system was improved by adopting the elliptic curve zero knowledge proof in the payment protocol.

     

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  • CHAUM D.Blind signatures for untraceable payments[C] ∥Advances in Cryptology-Crypto 82.Santa Barbara:Springer Verlag,1983:199-203.[2] CHAUM D,FIAT A,NAOR M.Untraceable electronic cash[C] ∥Advances in Cryptology-Crypto 88.Santa Barbara:Springer Verlag,1990:319-3271.[3] CHAN A,FRANKEL Y,TSIOUNIS Y.An efficient off-line electronic cash scheme as secure as RSA[R]. Research Report NU-CCS-96-03.Boston:Northeastern University,Massachusetts,1995.[4] BRANDS S.An efficient off-line electronic cash system based on the representation problem[R]. Report CS-R9323,Centrumvoor Wiskunde en Informatica,1993.[5] BRANDS S.Untraceable off-line electronic cash in wallet with observers[C] ∥Advances in Cryptology-Crypto 93.Santa Barbara:Springer Verlag,1994:302-318.[6] FRANKEL Y,T SIOUNIS Y,YUNG M.Indirect discourse proof:achieving fair off-line e-cash[C] ∥Proc Asiacrypt 96.Kyongju:Springer Verlag,1996:286-300.[7] ABE M,FJISAKI E.How to date blind signatures[C] ∥Advances in Cryptology-ASIACRY-PT 96.Berlin:Springer Verlag 1996:244-251.[8] KOBLITZ N.Elliptic cure crypto-systems[J]. Mathematics of Computation,1987,48:203-209.[9] MILLER V S.Use of elliptic cure in cryptography[C] ∥Advance in Cryptology-Crypto 85,Lecture Note in Computer Science.Berlin:Springer Verlag,1986,218:417-426.[10] CAELLI W J,DAWSON E P,REA S A.PKI,elliptic curve cryptography,and digital signatures[J]. Computers Security,1999,18:7-66.[11] YOU Lin,YANG Yixian,WEN Qiaoyan.Elliptic cuerve blind digital signature schemes[J]. Chinese Journal of Electronics,2003,12 (3):411-414.[12] 郭涛,李之棠,彭建芬,等.基于椭圆曲线的盲签名与离线电子现金协议[J]. 通信学报,2003,24(9):142-146.GUO Tao,LI Zhitang,PENG Jianfen,et al.Blind signature and off-line e-cash system based on elliptic curve[J]. Jounal of China Institute of Communications,2003,24(9):142-146.[13] GUILLOU L C,QUISQUATER J J.A practical zero-know ledge protocol fitted to security microprocessor minimizing both transmission and memory[C] ∥Advance in Cryptology-EUROCRYPT '88.Berlin:Springer-Verlag,1988:123-128.
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