CANONICAL PSEUDO-KAHLER METRICS ON SIX-DIMENSIONAL NILPOTENT LIE GROUPS
Left-invariant pseudo-Kahler structures on the six-dimensional nilpotent Lie groups, depending only from those parametres which influence curvature are discovered. All such structures have a zero Ricci tensor, Pseudo-Riemannian norm and the majority of them are not flat. The received pseudo-Kahler structures give simple models pseudo-Kaahler six-dimensional nilmanifolds