On bundles of irreducible algebras of dimension 3
The present article deals with the bundles which are defined by all types of irreducible third-order algebras. The bundles are obtained by dividing the Lie group of the invertible elements of the algebra into left cosets by its subgroups. With the help of this method four bundles were found - one for algebras of the first and third types and two for algebra of the second type according to the classification of Study.