Abstract:
A person cannot make many decisions at a time, but an organization needs millions of interrelated decisions. We incorporate this idea into investment theory and examine its influence on a firm's growth rate. Two assumptions are emphasized: an agent cannot optimize more than one input at a time, and there is interaction among inputs. Each investment is lumpy, but adjustment is gradual. Without an adjustment cost function and exogenous shocks, we derive the growth rate of a firm. The derived growth rate is independent of firm size and imperfectly correlated with Tobin's Q.