Invariant subspaces in Simpira

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Invariant subspaces in Simpira
Abstract. In this short note we report on invariant subspaces in Simpira in the case of four registers. In particular, we show that the whole input space (respectively output space) can be partitioned into invariant cosets of dimension 56 over F64 28 . These invariant subspaces are found by exploiting the non-invariant subspace properties of AES together with the particular choice of Feistel configuration. Though we give the invariant subspaces for b = 4 in this paper, we remark that there are invariant subspaces in several of the Simpira instances; these can be determined with only minor adjustments to the analysis in this paper.
Sondre Rønjom
Added 03 Apr 2016
Updated 03 Apr 2016
Type Journal
Year 2016
Where IACR
Authors Sondre Rønjom
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