What is the Expected Return on the Market?*
Author(s) -
Ian Martin
Publication year - 2016
Publication title -
the quarterly journal of economics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 34.573
H-Index - 259
eISSN - 1531-4650
pISSN - 0033-5533
DOI - 10.1093/qje/qjw034
Subject(s) - economics , econometrics , variance risk premium , equity (law) , equity premium puzzle , volatility (finance) , proxy (statistics) , index (typography) , crash , variance swap , variance (accounting) , financial economics , stochastic volatility , risk premium , volatility risk premium , statistics , mathematics , accounting , political science , world wide web , computer science , law , programming language
I derive a lower bound on the equity premium in terms of a volatility index, SVIX, that can be calculated from index option prices. The bound implies that the equity premium is extremely volatile and that it rose above 20% at the height of the crisis in 2008. The time-series average of the lower bound is about 5%, suggesting that the bound may be approximately tight. I run predictive regressions and find that this hypothesis is not rejected by the data, so I use the SVIX index as a proxy for the equity premium and argue that the high equity premia available at times of stress largely reflect high expected returns over the very short run. I also provide a measure of the probability of a market crash, and introduce simple variance swaps, tradable contracts based on SVIX that are robust alternatives to variance swaps
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