NaturalModule( A )
returns the natural module M of the matrix algebra A. If A consists of n by n matrices, and F is the coefficients field of A then M is an n-dimensional row space over the field F, viewed as A-right module (see Module).
gap> a:= MatAlgebra( GF(2), 2 );; gap> a.name:= "a";; gap> m:= NaturalModule( a ); Module( a, [ [ Z(2)^0, 0*Z(2) ], [ 0*Z(2), Z(2)^0 ] ] )
GAP 3.4.4