In this paper we show that for discrete concave functions, a local maximum need not be a global maximum. We also provide examples of discrete concave functions where this coincidence holds. As a direct consequence of this, we can establish the equivalence of local and global profit maximizers for an equivalent well-behaved production function that is generated by a (not necessarily discrete concave) production function.
Citation
(mimeo)Institute for Financial Management & Research, August 2006.