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Quasigroups generated by shift registers and Feistel networks
Authors: S. Chakrabarti, A.V. Galatenko, V.A. Nosov, A.E. Pankratiev and S.K. Tiwari
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DOI
https://doi.org/10.56415/qrs.v31.16Fulltext
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Contents
- The Ramsey number R_4(3) is not solvable by group partition means
- A note on comaximal graph and maximal topology on multiplication le-modules
- On the nonexistence of certain associative subloops in the loop of invertible elements of the split alternative Cayley-Dickson algebra
- On topological Menger n-groupoids
- Quasigroups generated by shift registers and Feistel networks
- Endomorphisms of precyclic n-groups
- A new characterization of orthogonal simple groups B_2 (2^{4n})
- Commutative and 2-divisible subvarieties of rings of Bol-Moufang type
- Isotopic class of transversals in finite solvable groups
- Weak embeddability of the partial Menger algebra of formulas
- Weakly g(x)-invo-clean rings
- Right regular triples of semigroups
