“…The model combines different types of formalization (the statistical model, the criterion problem statement) and uses the ∆t principle for its operation, where ∆t is a time step equal to the magnitude of inertia of the system. This combination of approaches develops methods of predictive control used for control in heat supply systems [6,24].The presence of the criterion problem statement allows you to perform changes to the criterion function and to supplement the task with new restrictions and by that to find solutions that satisfy the specified key performance indicator (KPI) [25,26]. Consideration of temperature as a target value, which is a variable value with interrelated indicators of the problem (T #1,in and T #2,in parameters), open the potential for solving a whole class of control and planning problems in various problem domains [27,28].…”