Add to ORKGAbstract. Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we define and study symmetries about a point, segment and ordered triple of points in hexagonal quasigroups. The main results are the theorems on composition of two and three symmetries. 1
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
Let the product of points A and B be the vertex C of the right isosceles triangle for which AB is th...
summary:Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we ...
summary:Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we ...
Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we define a...
We determine necessary and sufficient conditions for the existence of a quasigroup of order n having...
Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we define a...
AbstractWe determine necessary and sufficient conditions for the existence of a quasigroup of order ...
AbstractWe determine necessary and sufficient conditions for the existence of a quasigroup of order ...
Introduction It is well known that the points of a square lattice may be partitioned into two squar...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
AbstractQuasigroups of yet another type turn out to be related to Steiner Triple Systems, though the...
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
Let the product of points A and B be the vertex C of the right isosceles triangle for which AB is th...
summary:Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we ...
summary:Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we ...
Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we define a...
We determine necessary and sufficient conditions for the existence of a quasigroup of order n having...
Hexagonal quasigroup is idempotent, medial and semisymmetric quasigroup. In this article we define a...
AbstractWe determine necessary and sufficient conditions for the existence of a quasigroup of order ...
AbstractWe determine necessary and sufficient conditions for the existence of a quasigroup of order ...
Introduction It is well known that the points of a square lattice may be partitioned into two squar...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
summary:We study invertibility of operations that are composition of two operations of arbitrary ari...
AbstractQuasigroups of yet another type turn out to be related to Steiner Triple Systems, though the...
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
summary:In each quasigroup $Q$ there are defined six types of translations: the left, right and midd...
Let the product of points A and B be the vertex C of the right isosceles triangle for which AB is th...