Abstract
AbstractThe neoclassical model of investment by a risk‐neutral firm is generalized to include uncertainty about the rate of depreciation by replacing the deterministic capital accumulation identity with a stochastic variant. Ito's stochastic dynamic optimization is used to derive conditions for optimal investment. A nondegenerate steady‐state distribution of the capital stock is shown to exist and is derived for the empirically important case of a normalized quadratic profit function and static price expectations. It is demonstrated for this case that uncertainty about the rate of depreciation decreases the expected steady‐state capital stock and investment.
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