FU Li-shi, CUI Ting, JIN Chen-hui. Zero Correlation Linear Approximations and Impossible Differentials of New-Structure Series with SP Networks[J]. Acta Electronica Sinica, 2017, 45(6): 1367-1374.
DOI:
FU Li-shi, CUI Ting, JIN Chen-hui. Zero Correlation Linear Approximations and Impossible Differentials of New-Structure Series with SP Networks[J]. Acta Electronica Sinica, 2017, 45(6): 1367-1374. DOI: 10.3969/j.issn.0372-2112.2017.06.013.
Zero Correlation Linear Approximations and Impossible Differentials of New-Structure Series with SP Networks
The security analysis of block cipher is an important respect in cryptology.Impossible differential analysis and zero-correlation linear cryptanalysis are important methods to evaluate the security of cryptographic algorithms.Based on miss-in-the-middle method and the restrictions on the diffusion layer
this paper gives the zero correlation linear approximations for New-Structure series with SP networks.This paper also presents the consistency between the structures of the differential characteristic with nonzero probability and linear approximation with nonzero correlation coefficient in New-Structure I and New-Structure IV.Moreover
this paper gives the 16/22-round impossible differentials for New-Structure I and III with SP networks respectively.Finally
when the block size and key size are both 128-bit
this paper gives the time complexities and data complexities of the 21/28/22-round impossible differential attack (resp.19/28/22-round multidimensional zero-correlation linear approximation attack) on New-Structure I
III
IV.The results provide theoretical foundations for one cryptographic algorithm based on New-Structure series.