QuasiregularElements( nr )
Let (N,+,cdot) be a right near-ring. For an element z in N, denote the left ideal generated by the set {n - ncdot z mid n in N} by L_z. An element z of N is called quasiregular if z in L_z.
The function QuasiregularElements
returns a list of all
quasiregular elements of a near-ring nr.
gap> QuasiregularElements( LibraryNearring( "V4", 4 ) ); [ (), (3,4), (1,2), (1,2)(3,4) ]
GAP 3.4.4