We estimate a consumption-based asset pricing model with Epstein-Zin (1989) preferences. The intertemporal marginal rate of substitution (IMRS) depends on the return on total wealth. Rather than use the stock market as a proxy for wealth, we construct a more comprehensive return: we include the...

In this paper we develop an economic asset pricing framework that identifies three key sources of risk that underlie the risk and return tradeoff in the economy: news to cashflows, news to expected returns, and news to aggregate volatility. A novel contribution of this paper is the inclusion of...

The long-run risks (LRR) asset pricing model emphasizes the role of low-frequency movements in expected growth and economic uncertainty, along with investor preferences for early resolution of uncertainty, as an important economic-channel that determines asset prices. In this paper, we estimate...

We provide an empirical evaluation of the Long-Run Risks (LRR) model, and highlight important differences in the asset pricing implications of the LRR model relative to the habit model. We feature three key results: (i) consistent with the LRR model there is considerable evidence in the data for...

type="main" <title type="main">ABSTRACT</title> <p>How important are volatility fluctuations for asset prices and the macroeconomy? We find that an increase in macroeconomic volatility is associated with an increase in discount rates and a decline in consumption. We develop a framework in which cash flow, discount rate, and...</p>

In this paper we show that measures of economic uncertainty (conditional volatility of consumption) predict and are predicted by valuation ratios at long horizons. Further we document that asset valuations drop as economic uncertainty rises that is, financial markets dislike economic...

We model dividend and consumption growth rates as containing a small long-run predictable component and economic uncertainty (i.e., growth rate volatility) as being time-varying. The magnitudes of the predictable variation and changing volatility in growth rates, as in the data, are quite small....

We model consumption and dividend growth rates as containing (1) a small long-run predictable component, and (2) fluctuating economic uncertainty (consumption volatility). These dynamics, for which we provide empirical support, in conjunction with <link rid="b27">Epstein and Zin's (1989)</link> preferences, can...