Weak radical classes
نویسندگان
چکیده
منابع مشابه
Differential-Linear Weak Key Classes of IDEA
Large weak key classes of IDEA are found for which membership is tested with a differential-linear test while encrypting with a single key. In particular, one in every 2'' keys for 8.5-round IDEA is weak. A related-key differential-linear attack on 4-round IDEA is presented which is successful for all keys. Large weak key classes are found for 4.5to 6.5-round and 8-round IDEA for which membersh...
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For any complex vector bundle Ek of rank k over a manifold Mm with Chern classes ci ∈ H2i(Mm, Z) and any non-negative integers l1, · · · , lk we show the existence of a positive number p(m, k) and the existence of a complex vector bundle Êk over Mm whose Chern classes are p(m, k) · li · ci ∈ H2i(Mm, Z). We also discuss a version of this statement for holomorphic vector bundles over projective a...
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This paper presents a large collection of new weak-key classes for the IDEA cipher. The classes presented in this paper contain 2−2 weak keys (as compared with 2 differential weak keys presented by Daemen at CRYPTO’93 and 2 differential-linear weak-keys presented by Hawkes at EUROCRYPT’98). The novelty of our approach is in the use of boomerang distinguishers for the weak-key class membership t...
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Let D be the system of all distributive lattices and let D0 be the system of all L ∈ D such that L possesses the least element. Further, let D1 be the system of all infinitely distributive lattices belonging to D0. In the present paper we investigate the radical classes of the systems D, D0 and D1.
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ژورنال
عنوان ژورنال: Tamkang Journal of Mathematics
سال: 2004
ISSN: 2073-9826,0049-2930
DOI: 10.5556/j.tkjm.35.2004.194