INTERNATIONAL CONFERENCE ON COMPUTATIONAL METHODS IN APPLIED SCIENCES, İstanbul, Turkey, 12 - 16 July 2019, pp.1
While classifying nilsoliton metric Lie algebras, we come upon the Jacobi condition that has to satisfy the nilsoliton condition. There are at least one Jacobi condition to be satisfied, and usually it has more than one solution. In our previous paper, we gave an algorithmic method that helps us to eliminate the algebras that do not satisfy the nilsoliton condition and some other conditions in dimention 8. In this paper, we give computational approach in finding solutions of the Jacobi Identity condition for the Nilpotent Lie algebras equipped with this metric.