分组密码FBC的截断差分分析OA北大核心CSTPCD
Truncated Differential Cryptanalysis of FBC
为了促进密码算法的设计和实现,中国密码学会(CACR)于2018年举办全国密码算法设计竞赛,其中FBC算法是晋级到第二轮的十个算法之一.FBC有三个版本,即FBC128-128、FBC128-256和FBC256-256,分别能够支持128比特和256比特长度的明文和密钥.FBC算法采用4路两重Feistel结构设计,便于硬件实现.本文利用中间相遇的截断差分构造方法,针对FBC加密算法,为FBC-128算法构造了 11轮概率为2-108的截断差分路线,基于该区分器,对FBC-128算法第一次给出15轮密钥恢复攻击,其中攻击的数据复杂度为299选择密文,时间复杂度是2100次15轮加密,比已有的分析结果提高了 3轮.对于256比特分组长度的FBC-256算法构造了 15轮概率为2-236的截断差分路线,基于该区分器,对FBC-256算法给出了 20轮密钥恢复攻击,攻击的数据复杂度为2227选择密文量,时间复杂度是2222.6次20轮加密.
In order to promote the design and implementation of cryptographic algorithms,the Chinese Association for Cryptologic Research(CACR)held a national cryptographic algorithm design competition in 2018,where the FBC algorithm was one of ten candidate algorithms that advanced to the second round.There are three versions of FBC,namely FBC128-128,FBC128-256,and FBC256-256,which support 128-bit and 256-bit plaintexts and keys respectively.The FBC algorithm adopts a 4-way dual Feistel structure,making it well-suited for implement in hardware.This paper uses the meet-in-the-middle method to construct the truncated differential,and obtains an 11-round truncated differential with a probability of 2-108 for FBC-128 with 128-bit block,and mounts a 15-round key recovery attack with 299 chosen ciphertexts and 2100 encryptions,which has three more rounds than previous cryptanalysis results.For the FBC-256 with 256-bit block,a 15-round truncated differential with a probability of 2-236 is constructed,which is used for 20-round key recovery attack with 2227 chosen ciphertexts and 2222.6 encryptions.
邹光南;刘端;贾珂婷;张国艳
清华大学计算机科学与技术系,北京 100084山东大学网络空间安全学院,青岛 266237||密码技术与信息安全教育部重点实验室,青岛 266237清华大学网络科学与网络空间研究院,北京 100084||中关村实验室,北京 100194山东大学网络空间安全学院,青岛 266237||密码技术与信息安全教育部重点实验室,青岛 266237||山东区块链研究院,济南 250101
计算机与自动化
分组密码FBC截断差分密码分析
block cipherFBCtruncated differentialcryptanalysis
《密码学报》 2024 (003)
602-620 / 19
国家自然科学基金(62072270);山东省重点研发计划(2020ZLYS09)National Natural Science Foundation of China(62072270);Key Research and Development Project of Shandong Province(2020ZLYS09)
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