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An Efficient Forward Secure Signature Scheme
作者姓名:于佳  孔凡玉  李大兴
作者单位:Inst. of Network Security Shandong Univ. Jinan 250100 China,College of Information Eng. Qingdao Univ. Qingdao 266071),Inst. of Network Security Shandong Univ. Jinan 250100 China,Inst. of Network Security Shandong Univ. Jinan 250100 China
基金项目:NationalHighTechnologyResearchandDe-velopmentProgramofChina(863Program)(No.2001AA141120)
摘    要:Introduction Exposureofsecretkeysthreatensthesecurity ofadigitalsignaturegreatly.Totacklethisprob-lem,severaldifferentmethodshavebeenpro-posed,includingsecretsharing1],thresholdsigna-ture2],andproactivesignature3].Thesemethods,however,needcooperativeandinteractivecompu-tationsinmultiplesevers,whicharequitecostly.Forwardsecuresignatureschemecanreducethe damageofkeyexposurewithoutcooperativeand interactivecomputations.Intheparadigmoffor-wardsecuresignature,thewholelifetimeofsigna-tureisdivid…

关 键 词:图解  符号  网络安全  数字技术
文章编号:1007-1172(2006)02-0242-06
收稿时间:2005-10-10

An Efficient Forward Secure Signature Scheme
YU Jia,KONG Fan-yu,LI Da-xing.An Efficient Forward Secure Signature Scheme[J].Journal of Shanghai Jiaotong university,2006,11(2):242-247.
Authors:YU Jia  KONG Fan-yu  LI Da-xing
Abstract:A new efficient forward secure signature scheme based on bilinear pairings is presented in this paper. Each complexity of key generation, key update, signing and verifying algorithms in this scheme is O(1) in terms of the total number of time periods T. Because a new structure in node secret key storage and a unique strategy in key update are employed, the signing and verifying costs don't grow when T increases. At the same time, the key generation and key update algorithms are efficiently constructed thanks to using the pre-order traversal technique of binary trees. Compared with other schemes based on bilinear pairings, the signature size in this scheme is very short, which doesn't change with T increasing. The scheme is forward secure in random oracle model assuming CDH problem is hard.
Keywords:forward security  bilinear pairing  digital signature
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