ИСТИНА

We consider an approach to mathematical modeling of the inter-branch balance model by Leontiev in dynamic situation. The control goal is assumed to be a balanced inter-branch balance at the end of the planning period. In this case, the balanced state of the system at the end of the time interval is considered as an equilibrium state of the control object. The saddle-point sufficient optimality condition was formulated. An iterative method for solving the optimal problem was proposed. The theorem on convergence to solution was proved.