A Turnpike Property of Optimal Programs for a Class of Simple Linear Models of Production

This paper establishes a `turnpike theorem' for a closed linear model of production with a primitive input requirement matrix. Optimal programs of resource allocation have a `turnpike property' if the growth factor of every sector in the economy converges, in the long run, to a common value. The usefulness of such a theorem is due to the fact that the input requirement matrix for an economy with a large number of goods may be primitive (some power of the matrix is strictly positive)