Completable two step nilpotent Lie algebras of type (2, p.

A Lie algebra is called complete if its centre is zero and all its derivations are inner. A nilpotent Lie algebra is called completable if it is the maximal nilpotent ideal of a complete solvable Lie algebra. A two-step nilpotent Lie algebrais said to be of type, if dimand dim. In this paper, based on the classification result of M. Gauger, we classify two step completable complex nilpotent Lie algebras of type. [ABSTRACT FROM PUBLISHER]