الخلاصة

The main objective of this research is to derive a base for the calculation of numerical values of triple integrals with continuous coefficients using the three-dimensional deviant base and how to find the correction limits (error formula) and to improve these results using the Romperk acceleration method [1], [4] Which we found, when the number of partial periods divided by the integration period on the internal dimension X is equal to the number of partial periods divided by the integration period on the middle dimension Y and equal to the number of partial periods divided by the integration period on the outer dimension Z.