Abednego Orobosa Isere, Abraham O. Elakhe, Cletus Ugbolo
Published 2022-07-15Version 1
We present methods of constructing examples of quandles of order 3n, where n is greater or equal to 3. The necessary and sufficient conditions for the constructed examples to be (i) connected (ii) group (conjugate) (iii) involutory and (iv) Alexander quandles are examined and presented. Two particular examples from these methods are presented for illustration purpose and their properties are obtained, and these are used in classifying the constructed examples up to isomorphism.
Construction of All Gyrogroups of Orders at most 31
Remarks on the paper "M. Kolibiar, On a construction of semigroups"
Finitely based monoids
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