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  • Qui est soumis à la loi sur le travail ?

    En principe, la loi est applicable à toutes les entreprises privées et publiques ainsi qu'aux travailleurs qui y sont occupés.
  • Quel est le droit du travail ?

    Le droit du travail est l'ensemble des règles juridiques applicables aux relations entre employeurs privés et salariés, à l'occasion du travail. Le droit du travail organise les relations professionnelles de travail entre l'employeur et le salarié individuellement et la collectivité des salariés.
  • Quelles sont les heures de nuit ?

    Tout travail accompli entre 21 heures et 6 heures est considéré comme du travail de nuit.
  • En Suisse, la loi prévoit une durée maximum de travail qui varie entre 45 et 50 heures de travail par semaine. Toutefois, gr? aux conventions collectives de travail, la durée du travail moyenne, en Suisse, est de 42 heures par semaine.
Ltr transmitting WV petition 042905

Long-Term Reversals in the Corporate Bond Market

Turan G. Bali

yAvanidhar SubrahmanyamzQuan Wenx

Abstract

Long-term reversals in corporate bond returns are economically and statistically signicant in a comprehensive sample spanning the period 1977 to 2017. Such reversals are stronger in the high credit risk sector. Bond long-term reversal is not a manifestation of the equity counterpart and is mainly driven by long-term losers. A return-based long-term reversal factor carries a sizable premium and provides strong explanatory power for returns of industry/size/rating/maturity-sorted portfolios of corporate bonds. Our evidence accords with the hypothesis that past returns capture investors' ex-ante risk assessment, so that losing bonds command higher expected returns.

This Version: March 2019

Keywords:Corporate bonds, long-term reversal.

JEL Classication: G10, G11, C13.

We thank Ferhat Akbas, Hank Bessembinder, Andriy Bodnaruk, Oleg Bondarenko, Nusret Cakici, Sris

Chatterjee, Hsiu-lang Chen, Caitlin Dannhauser, Ozgur Demirtas, Andrey Ermolov, Re-jin Guo, Patrick Kon-

ermann, Jens Kvarner, Meg Luo, Rabih Moussawi, Yoshio Nazawa, Yoon Shin, Yi Tang, Yihui Wang, Baolian

Wang, An Yan, and Kamil Yilmaz for their extremely helpful comments and suggestions. We also beneted

from discussions with seminar participants at 2018 Asian Finance Association Annual Meeting, Baltimore Area

Finance Conference, BI Norwegian Business School, Fordham University, Georgetown University, Koc Universi-

ty, Sabanci University, University of Illinois-Chicago, and Villanova University. In addition, we thank Kenneth

French, Lubos Pastor, and Robert Stambaugh for making a large amount of historical data publicly available

in their online data library. All errors remain our responsibility. yRobert S. Parker Chair Professor of Finance, McDonough School of Business, Georgetown University, Washington, D.C. 20057. Phone: (202) 687-5388, Fax: (202) 687-4031, Email: Turan.Bali@georgetown.edu zDistinguished Professor of Finance, Goldyne and Irwin Hearsh Chair in Money and Banking, Anderson

Graduate School of Management, University of California at Los Angeles, Los Angeles, CA 90095. Phone:

(310) 825-5355, Fax: (310) 206-5455, Email: subra@anderson.ucla.edu

xAssistant Professor of Finance, McDonough School of Business, Georgetown University, Washington, D.C.

20057. Phone: (202) 687-6530, Fax: (202) 687-4031, Email: Quan.Wen@georgetown.edu

1 Introduction

There is evidence that contrarian strategies are protable over long horizons. For example, DeBondt and Thaler (1985) show that stocks with subpar performance over the previous three to ve years produce higher returns over the next three- to ve-year holding periods than stocks with superior performance over the same period. Richards (1997) and Balvers, Wu, and Gilliland (2000) show that these strategies also yield abnormally high returns across international stock market indices. Such phenomena represent a potential violation of weak- form market eciency (Fama (1970)), so that advancing the understanding of these reversal- based strategies is important. While previous studies of the strategies mainly focus on equities, debt nancing forms a signicant portion of rms' capital structures,

1underscoring the need

to study these long-term reversals in corporate bond markets. Whether return predictability patterns in equities extend to bonds is an open question, however, given the markedly diering investing clienteles across equities and bonds.

2Motivated by these observations, we empirically

analyze the protability of long-term contrarian strategies in the cross-section of corporate bond returns. We rst assemble a comprehensive dataset of corporate bonds using both transaction and dealer-quote data from January 1977 to December 2017, yielding more than

1.7 million bond-month observations. Then, we investigate whether returns formed over long

horizons can predict cross-sectional dierences in future bond returns. We nd strong evidence of long-term reversal in corporate bonds even as such reversals attenuate for stocks during our sample period. We also provide explanations for the protability of long-term contrarian strategies in the corporate bond market. A vast literature considers explanations for reversals in the cross-section of equities. For example, in rationalizing long-term reversals DeBondt and Thaler (1985, 1987) suggest that investors overweight recent information and drive security prices away from fundamental val-1

Graham, Leary, and Roberts (2015) indicate that the average debt-to-assets ratio for public companies

was as high as 35% in 2010.

2The primary holders of corporate bonds are institutional investors, whereas individual investors play a

signicant role in the equity market. According to ow of fund data released by the Federal Reserve Board

from 1986 to 2017, approximately 78% of corporate bonds were held by institutional investors, including

insurance companies, mutual funds, and pension funds. The participation rate of individual investors in the

corporate bond market is very low. Retail investors (household sector) play a signicant role in the equity

market; households (43%), mutual funds (33%), and pension funds (15%). 1 ues. As investors and analysts extrapolate past information too far into the future, some assets that experience recent bad (good) news become undervalued (overvalued), and subse- quently reverse. Loughran and Ritter (1996) also conrm long-term reversals in stock returns. Evidence of short-term (monthly) reversals (Jegadeesh (1990)) is most often attributed to liq- uidity eects. Thus, Nagel (2012) shows that the returns of short-term reversal strategies can be used as proxies for the returns associated with liquidity provision, and Avramov, Chordia, and Goyal (2006) document a strong relation between short-term return reversals and stock illiquidity.

3While short-horizon reversals do appear to prevail in corporate bonds (Chordia

et. al. (2017); Bai, Bali, and Wen (2017); Khang and King (2004)) no preceding study, to the best of our knowledge, addresses the protability oflong-horizon(DeBondt and Thaler (1985)) contrarian strategies in corporate bonds using an extensive sample. 4 In the spirit of DeBondt and Thaler (1985), we rst perform portfolio-level analysis and sort bonds based on their past 36-month cumulative returns (LTR) from montht48 to t13, skipping the 12-month momentum (i.e., from montht12 tot2) and the short- term reversal months (i.e., montht1). We nd that bonds in the lowest LTR quintile (long-term losers) generate 5.6% more raw returns per annum than bonds in the highest LTR quintile (long-term winners). We also nd that the long-term reversal in bond returns is not a manifestation of the long-term reversal in equity returns. After we control for 11 well-known stock and bond market factors including the stock long-term reversal factor, the risk-adjusted return dierence between the lowest and highest LTR quintiles is economically large, 5.2% per annum, and highly signicant. We nd that the cross-sectional predictability of LTR holds for one-month-ahead returns, as well as for 12-, 24-, and 36-month ahead returns. 53

Roll (1984) proposes a model in which the bid-ask spread generates negative serial correlation in time-

series of stock returns. Admati and P eiderer (1989), Keim (1989), Lo and MacKinlay (1990), Hasbrouck

(1991), Mech (1993), and Conrad, Gultekin, and Kaul (1997) show that microstructure issues such as the

bid-ask bounce and transaction costs can generate autocorrelation in security returns. Boudoukh, Richardson,

and Whitelaw (1994) demonstrate that a large portion of documented serial correlation is attributable to

institutional factors such as trading and non-trading periods, market frictions such as the bid-ask spread, or

other microstructure eects.

4Previous work also nds that corporate bond returns exhibit the medium-term (six to 12 month) momen-

tum eect of Jegadeesh and Titman (1993) (see, for example, Jostova, Nikolova, Philipov, and Stahel (2013);

Gebhardt, Hvidkjaer, and Swaminathan (2005); Pospisil and Zhang (2010); and Ho and Wang (2018)). We

address the relation between momentum and long-term contrarian strategies in the corporate bond market

within Section 5.

5Ellul, Jotikasthira, and Lundblad (2011) show that insurance companies that are relatively more con-

2 We also test the signicance of LTR using bond-level cross-sectional regressions. The Fama-MacBeth (1973) regression results echo the portfolio-level analysis, indicating that the LTR of corporate bonds predicts their future returns. After simultaneously accounting for bond momentum and short-term return reversals and controlling for a number of bond char- acteristics in cross-sectional regressions, the predictive power of LTR remains economically and statistically signicant. We rely on the value-weighted trivariate portfolios using credit rating as the rst sorting variable, time-to-maturity as the second sorting variable, and the LTR as the third sorting variable to construct a long-term reversal factor (LTR

Bond). We nd that

the factor generates signicantly positive return premia, with particularly higher magnitudesquotesdbs_dbs2.pdfusesText_2
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