Abstract:There are several types of risk aversion indicators used by financial institutions. These indicators, which are estimated in diverse ways, often show differing developments, although it is not possible to directly assess which is the most appropriate. Here, we consider the most well-known of these indicators and construct others with standard methods. As financial crises generally coincide with periods in which risk aversion increases, we try to check if these indicators rise just before the crises and also if… Show more
“…Investors' risk appetite can rapidly change during financial crises when suddenly nonrelated asset markets are impacted by seemingly unrelated financial shocks. Gonzalez-Hermosillo (2008) and Coudert and Gex (2007) are examples of papers that study the importance of risk appetite during crises periods. Finally, theoretical foundations of contagion are studied by Kodres and Pritzker (2002).…”
“…Investors' risk appetite can rapidly change during financial crises when suddenly nonrelated asset markets are impacted by seemingly unrelated financial shocks. Gonzalez-Hermosillo (2008) and Coudert and Gex (2007) are examples of papers that study the importance of risk appetite during crises periods. Finally, theoretical foundations of contagion are studied by Kodres and Pritzker (2002).…”
“…There are many indicators in the market that can, at least partially, measure investors' risk aversion. As mentioned in Coudert and Gex [9], the movement of risk aversion is often correlated with market indices, for example the gold price and VIX. There are also aggregate indicators of risk aversion created by financial institutions such as JP Morgan's Liquidity, Credit and Volatility Index.…”
Section: Utility Maximization With Time-varying Risk Aversionmentioning
The explicit results for the classical Merton optimal investment/consumption problem rely on the use of constant risk aversion parameters and exponential discounting. However, many studies have suggested that individual investors can have different risk aversions over time, and they discount future rewards less rapidly than exponentially. While state-dependent risk aversions and non-exponential type (e.g. hyperbolic) discounting align more with the real life behavior and household consumption data, they have tractability issues and make the problem time-inconsistent. We analyze the cases where these problems can be closely approximated by time-consistent ones. By asymptotic approximations, we are able to characterize the equilibrium strategies explicitly in terms of the corrections to solutions for the base problems with constant risk aversion and exponential discounting. We also explore the effects of hyperbolic discounting under proportional transaction costs.
“…These orthogonal factors are often informative in a financial sense, that is, they lend themselves to meaningful interpretation. 16 For example, Sløk and Kennedy 17 interpret the first two components (derived from stock and bond markets in developed and emerging economies) as a measure of the contribution of industrial production to changes in investor risk aversion. Similarly, McGuire and Schrijvers 18 show that the first PC drives most of the risk premium in 15 emerging markets.…”
Section: Construction Of the Risk Regime Indicatormentioning
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