Results 171 to 180 of about 4,967 (212)

Quasigroup algebras

Mathematische Zeitschrift, 1962
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The Napoleon-Barlotti theorem in pentagonal quasigroups

, 2016
Stipe Vidak
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Separable quasigroups

Aequationes Mathematicae, 1974
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The totally simple quasigroups

, 1972
Tomáš Kepka
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On the structure of finite paramedial quasigroups

, 2010
Victor Shcherbacov, D. I. Pushkashu
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Two Quasigroup Elements Can Commute With Any Positive Rational Probability

The College Mathematics Journal, 2023
Summary A quasigroup is a set with a binary operation in which both left and right division are unique. Equivalently, every row and column in a quasigroup table is a permutation of its elements.
Ron Lycan
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Contribution to the Quasigroup Based Error-Detecting Code

2023 3rd International Conference on Electrical, Computer, Communications and Mechatronics Engineering (ICECCME), 2023
In the last years we have developed few error-detecting codes based on quasigroups. One of them is the code which is a subject of this paper. The previous analyses of the code shows that the code has very high probability of detecting transmission errors.
Natasha Ilievska
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An Efficient Message Authentication Code Based on Modified MD5-384 Bits Hash Function and Quasigroup

International Journal of Cloud Applications and Computing, 2022
Cryptographic hash functions and HMACs are used to achieve various security goals such as message integrity, message authentication, digital signatures, and entity authentication.
Umesh Kumar, V. Venkaiah
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Medially nilpotent distributive quasigroups and CH-quasigroups

Siberian Mathematical Journal, 1987
The notion of medial nilpotent quasigroup is introduced. Among other facts, the following claim is proved: If (Q,.) is a distributive quasigroup, or a CH-quasigroup with \(n+2\) free generators, then (Q,.) is a medial nilpotent quasigroup of the class n (Theorem 4).
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Quasigroups, right quasigroups and category coverings

Algebra Universalis, 1996
An interpretation of quasigroup modules as representations of the fundamental groupoid on the Cayley diagram of a quasigroup is constructed. Generalizations to right quasigroups involve the path category of the Cayley diagram.
Fuad, T. S. R., Smith, J. D. H.
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