MODELING THE ENERGY OF STRINGY BLACK HOLE SOLUTIONS

The localization of energy has attracted attention as one of the most intricate issues and is the subject of many studies since the outset of general relativity. In this paper we compute the energy distribution of a dual dilatonic solution in low‐energy string theory using the Landau‐Lifshitz, Weinberg and Mo/ller prescriptions. We also point out the connections between the expressions for energy computed in these prescriptions, study some particular cases, and model the energetic properties of this solution using the Maple and Mathematica programs.