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. and the Cross-Section of Expected Returns

. and the Cross-Section of Expected Returns
Author: Campbell R. Harvey
Publisher:
Total Pages: 99
Release: 2014
Genre: Rate of return
ISBN:

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Hundreds of papers and hundreds of factors attempt to explain the cross-section of expected returns. Given this extensive data mining, it does not make any economic or statistical sense to use the usual significance criteria for a newly discovered factor, e.g., a t-ratio greater than 2.0. However, what hurdle should be used for current research? Our paper introduces a multiple testing framework and provides a time series of historical significance cutoffs from the first empirical tests in 1967 to today. Our new method allows for correlation among the tests as well as missing data. We also project forward 20 years assuming the rate of factor production remains similar to the experience of the last few years. The estimation of our model suggests that a newly discovered factor needs to clear a much higher hurdle, with a t-ratio greater than 3.0. Echoing a recent disturbing conclusion in the medical literature, we argue that most claimed research findings in financial economics are likely false.


Two Essays on the Cross-section of Stock Returns

Two Essays on the Cross-section of Stock Returns
Author: Zhuo Tan
Publisher:
Total Pages:
Release: 2013
Genre: Finance
ISBN:

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This dissertation consists of two essays that address issues related to the cross-section of stock returns. The first essay documents that actively managed mutual funds invest disproportionately in stocks with high historical risk-adjusted returns (alpha). This alpha-chasing behavior has a destabilizing effect on stock price. Specifically, low-alpha stocks earn higher subsequent returns than high-alpha stocks up to two months following portfolio formation—i.e. alpha is not persistent, but reverses. Consistent with liquidity-based price pressure, I find that low- (high)-alpha stocks that are heavily traded by mutual funds exhibit strong subsequent return reversals. Further analysis finds that trades from a few large funds are the primary source of this trading. However, there is no evidence to support the view that herding by fund managers explains fund managers’ preference for high-alpha stocks. The reason why managers of large mutual funds chase high-alpha stocks when alpha is not persistent remains a puzzle. The second essay shows that a better measure of mispricing confirms the primary prediction of the limits-of-arbitrage hypothesis that high levels of idiosyncratic risk prevent arbitrage activity. Rather than using returns to size, B/M and momentum portfolios, I construct a mispricing measure based on the difference between a stock’s price and its intrinsic value estimated using the residual income model of Ohlson (1995). I confirm that this measure explains future returns. I then use it and idiosyncratic return volatility to proxy for mispricing and arbitrage risk, respectively. I find that expected returns to undervalued (overvalued) stocks monotonically increase (decrease) with idiosyncratic risk. These findings support the limits-of-arbitrage hypothesis and that idiosyncratic risk is an impediment to arbitrage.


The Cross Section of Expected Returns and its Relation to Past Returns

The Cross Section of Expected Returns and its Relation to Past Returns
Author: Mark Grinblatt
Publisher:
Total Pages: 42
Release: 2014
Genre:
ISBN:

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This paper parsimoniously characterizes how past returns affect the cross-section of expected returns. Using Fama-MacBeth regressions, it shows that the momentum and reversals associated with past returns over various horizons are strongly affected by a turn-of-the-year seasonal that differs for winners and losers, depending on both the tax environment and the month of the year, and differs by exchange listing. The analysis also uncovers a consistent winners effect - high fractions of positive return months tend to increase expected returns. Out-of-sample evidence suggests that the documented relation between past returns and expected returns cannot entirely be due to data snooping biases.


Essays on the Cross-section of Returns

Essays on the Cross-section of Returns
Author: Woo Hwa Koh
Publisher:
Total Pages: 103
Release: 2015
Genre:
ISBN:

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This dissertation examines what factors determine the cross-section of returns. It contains three chapters. Chapter 1 investigates whether uncertainty shocks can explain the value premium puzzle. Intuitively, the value of growth options increases when uncertainty is high. As a result, growth stocks hedge against uncertainty risk and earn lower risk premiums than value stocks. An investment-based asset pricing model augmented with time-varying uncertainty accounts for both the value premium and the empirical failure of the capital asset pricing model (CAPM). This study also shows that uncertainty shocks influence cross-sectional investment. Uncertainty has a negative impact on the investment of value firms, while it has a positive impact on the investment of growth firms.


Caught Up in the (Higher) Moments

Caught Up in the (Higher) Moments
Author: Ronald Jared DeLisle
Publisher:
Total Pages: 100
Release: 2010
Genre:
ISBN:

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ABSTRACT: This dissertation examines if information extracted from the options markets is priced in the cross-section of equity returns and whether or not this information is a systematic risk factor. Several versions of the Intertemporal Capital Asset Pricing Model predict that changes in aggregate volatility are priced into the cross-section of stock returns. Literature confirms that changes in expected future market volatility are priced into the cross-section of stock returns. Several of these studies use the VIX Index as proxy for future market volatility, and suggest that it is a risk factor. However, prior studies do not test whether asymmetric volatility affects if firm sensitivity to changes in VIX is related to risk, or is just a characteristic uniformly affecting all firms. The first chapter of my dissertation examines the asymmetric relation of stock returns and changes in VIX. The study finds that sensitivity to VIX innovations affects returns when volatility is rising, but not when it is falling. When VIX rises this sensitivity is a priced risk factor, but when it falls there is a positive impact on all stocks irrespective of VIX loadings. The second essay of my dissertation uses the second, third, and fourth moments of the risk-neutral density extracted from options on the S & P 500 as the proxy for changes in the expected future market return distribution rather than just the VIX index. The VIX index, while easily obtained, contains limited information due to its construction. The risk-neutral moments map one-to-one to the real-world volatility smile from market options, and contain all the information in the cross-section of market option moneyness and provide a richer proxy for changes in expected future market return distribution. The analyses find that positive change in risk-neutral skewness is a risk-factor and that change in risk-neutral kurtosis is not. The evidence for change in risk-neutral volatility being a risk factor, however, is ambiguous.