Research Article
On the Equivalence of LBlock and TWINE in Structure
@INPROCEEDINGS{10.4108/eai.15-8-2015.2260989, author={Zhen Ju and Peiyuan Liu and Weijia Xue and Daoguang Mu and Xuejia Lai}, title={On the Equivalence of LBlock and TWINE in Structure}, proceedings={10th EAI International Conference on Communications and Networking in China}, publisher={IEEE}, proceedings_a={CHINACOM}, year={2015}, month={9}, keywords={equivalence lblock twine block cipher feistel}, doi={10.4108/eai.15-8-2015.2260989} }
- Zhen Ju
Peiyuan Liu
Weijia Xue
Daoguang Mu
Xuejia Lai
Year: 2015
On the Equivalence of LBlock and TWINE in Structure
CHINACOM
IEEE
DOI: 10.4108/eai.15-8-2015.2260989
Abstract
Feistel structure is widely used in the design of block ciphers. With many Feistel-type ciphers being designed, it is likely for some of them to have some similarity which can be shown in their differential characteristics or linear characteristics. Noticing two Feistel-type ciphers, LBlock and TWINE, have the same number of impossible differential chains using $\mathcal{U}$-method without considering the details of S-boxes. In this paper, we first introduce a graph model to describe the topological structures of block ciphers, and then we prove the equivalence of LBlock and TWINE in structure using this model. Moreover, we present a matrix model for analyzing the similarity of two Feistel-type block ciphers.
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