其他摘要：In this research, we develope a stochastic model of endogenous growth. We assume that the exchange rate is driven by a mixed diffusion-jump process, and the tax rate on wealth is governed by a geometric Brownian motion. We also suppose that contingent claims for hedging against future exchange-rate depreciation are not available. Finally, we use the proposed model to carry out a Monte Carlo simulation experiment that explains the observed mean growth rate of output for the Mexican case between 1930 and 2002.
