2003
DOI: 10.1111/1540-6261.00558
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Long‐run Performance after Stock Splits: 1927 to 1996

Abstract: We measure the postsplit performance of 12,747 stock splits from 1927 to 1996 using two methods to measure abnormal returns: size and book-to-market reference portfolios with bootstrapping, and calendar-time abnormal returns combined with factor models. Between 1927 and 1996, neither method applied to splits 25 percent or larger ¢nds performance signi¢cantly di¡erent from zero. Over selected subperiods, subsamples of 2 -1 splits restricted by book-tomarket availability requirements display positive abnormal re… Show more

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Cited by 119 publications
(103 citation statements)
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“…They explained this announcement effect was a consequence of an increased payout of the splitting companies. Byun J and Rozeff M (2003) examined the post-split performance of 12,747 stock splits between 1927 and 1996 with statistical tools like time regression analysis and book-to-market reference portfolios. The study finds small or negligible abnormal returns and they conclude that the long-term stock split evidence to market efficiency was neither pervasive nor compelling.…”
Section: Literature Reviewmentioning
confidence: 99%
“…They explained this announcement effect was a consequence of an increased payout of the splitting companies. Byun J and Rozeff M (2003) examined the post-split performance of 12,747 stock splits between 1927 and 1996 with statistical tools like time regression analysis and book-to-market reference portfolios. The study finds small or negligible abnormal returns and they conclude that the long-term stock split evidence to market efficiency was neither pervasive nor compelling.…”
Section: Literature Reviewmentioning
confidence: 99%
“…357-375], Ikenberry and Ramnath [Ikenberry, Ramnath, 2002, pp. 489-526], and Byun and Rozeff [Byun, Rozeff, 2003, pp. 1063-1085.…”
Section: Previous Empirical Research On Stock-splitsmentioning
confidence: 99%
“…...1 Where, R j,t = Returns on security j on time t P t = Price of the security at time t P t−1 = Price of the security at time t-1 Returns for the event window are computed using the following market model equation R j,t = α j + β j R m + e t ...2 Where, R j,t = The daily return on security j on time t R m = The daily return on the Indian stock market at day t α j and β j = OLS intercept and slope coefficient estimators respectively e t = The error term for security j at day t The expected return for the security j at day t is defined as ER j,t = α j + β j R m ... 7 Where AAR e is AAR of the estimation period for the entire sample and S(AARe) represents the standard deviation of the AAR of the estimation period.…”
Section: Methodsmentioning
confidence: 99%