A solution to the parquet equations for a two-matrix model.

The article elaborates solution to the Parquet Equations for a Two-Matrix Model. The vacuum energy and correlation functions were calculated for the Hermitian zero-dimensional single matrix model. The planar-parquet approximation was also suggested. Considering the symmetric form of the potential, a truncated system of planar-parquet equations for the propagators is analyzed to present a numerical solution. It is concluded that these two approaches are in good agreement.