Doctor of Philosophy, The Ohio State University, 2014, Business Administration
This dissertation examines the modeling of asset prices in production economies. Chapter 1 presents a model which endogenizes a key mechanism of many theories of aggregate asset prices. In order to generate time-varying risk premia, many theories assume time-varying volatility. Chapter 1 shows that this channel can be endogenized with precautionary saving motives. Precautionary motives prescribe that, in bad times, next period's consumption should be very sensitive to economic news. High sensitivity in bad times results in time-varying consumption volatility, even in the presence of homoskedastic shocks. This channel is made visible by modeling production, and is amplified with external habit preferences. An estimated model featuring this channel quantitatively accounts for excess return and dividend predictability regressions. It also matches the first two moments of excess equity returns, the risk-free rate, and the second moments of consumption, output, and investment.
Chapter 2 shows that the model of Chapter 1 not only addresses aggregate asset prices, but can also be extended to address key facts about the cross section of stock returns. This result is important because a solution to the equity premium puzzle should be informative about risk in general. I add idiosyncratic productivity to the model from Chapter 1. I find that the model's expected returns are log-linear in book-to-market equity, consistent with the data. Moreover, the slope of the relationship is similar. In both the model and the data, a 20% higher book-to-market implies a 100 b.p. increase in expected returns. The result is robust. It requires neither operating leverage nor asymmetric adjustment costs. Rather, value firms are low productivity firms, and mean reversion causes them to have high cash flow growth. This prediction is inconsistent with conventional wisdom, but consistent with recent empirical evidence. I present additional empirical evidence showing that value f (open full item for complete abstract)
Committee: Lu Zhang (Advisor); Xiaoji Lin (Committee Member); René Stulz (Committee Member); Julia Thomas (Committee Member)
Subjects: Finance