Self-orthogonal cyclic n-quasigroups. (Short Communication).
Self-orthogonal cyclic n-quasigroups.
On π-Groupoids
On Rusakov’s -ary -groups
Properties of -ary groups connected with the affine geometry are considered. Some conditions for an -ary -group to be derived from a binary group are given. Necessary and sufficient conditions for an -ary group -derived from an additive group of a field to be an -group are obtained. The existence of non-commutative -ary -groups which are not derived from any group of arity for every , is proved.
Medial cyclic -quasigroups.
On Finite Multiquasigroups
On Generalized (i, j)-Modular Quasigroups
Integral with respect to fuzzy mesure in finite dimensional Banach spaces.
Generalized Weisner designs and quasigroups.
On -permutable n-groups.
Infinitary Quasigroups
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