We consider the recursive conveyor schedule optimization problem. To this end, we introduce the definition of a conveyor described by a connected acyclic graph, in which each vertex is an operation or a control function associated with the corresponding recursive function from a certain finite set. Each recursive function defines a precedence relation for a conveyor operation. The solution of the problem of minimizing the time of order fulfillment by a conveyor on a finite set of renewable resources is considered. The solution is carried out by reduction to the constraint satisfaction problem.