Skip to content

Buyback announcement drift

Separate initial buyback announcement returns from subsequent abnormal performance, with a worked wealth example and the inference limits of long-horizon event studies.

Buyback announcement drift is the tendency, documented in some historical samples, for shares to earn positive benchmark-adjusted returns after the initial market reaction to a share-repurchase announcement. It asks whether information in the announcement predicts subsequent performance. For a quant researcher, the crucial separation is between the price move that makes the headline and the return available after that headline can be acted on.

The underlying share buyback is a corporate transaction. Announcement drift is a return pattern around news of that transaction. A board authorisation describes permission or intention to repurchase; it does not establish that the company has bought the announced amount. Nor is this post-earnings-announcement drift: the event here is repurchase news, rather than an earnings surprise. If both arrive together, their effects are difficult to separate.

Start the clock after the news

Consider a fictional stock with no dividends over the example. Its price is 100 immediately before the announcement reaction and 102 at the end of that initial reaction: a 2% price increase. Over a separately specified post-announcement holding window, the stock returns 3% and a benchmark returns 2%.

The stock finishes at 102×1.03=105.06102\times1.03=105.06. Investing the same 102 in the benchmark at the start of the post-announcement window would finish at 102×1.02=104.04102\times1.02=104.04. These are different questions:

MeasurementResultWhat it includes
Initial stock price reaction2%The move from 100 to 102
Post-window stock return3%The move from 102 to 105.06
Post-window return difference1 percentage pointStock 3% minus benchmark 2%
Full stock holding-period return5.06%Both the initial reaction and later return
The 2% initial move is a raw price return, not an abnormal return: we have not supplied an expected-return benchmark for that initial window. Equally, the 3% later gain is not all drift; part is matched by the benchmark.
Fictional wealth rises from 100 to 102 during the initial reaction, then ends at 105.06 for the stock versus 104.04 for a benchmark started at 102. Post-window return difference is 1 percentage point; relative wealth return is 0.980392%.
Fictional wealth rises from 100 to 102 during the initial reaction, then ends at 105.06 for the stock versus 104.04 for a benchmark started at 102. Post-window return difference is 1 percentage point; relative wealth return is 0.980392%.
Original fictional endpoint comparison. Straight lines connect endpoints schematically; they are not observed daily return paths. The benchmark investment begins after the initial reaction.

For a multiday window, the conventional difference-form buy-and-hold abnormal return is

BHAR=∏t=1T(1+rt)−∏t=1T(1+bt),BHAR=\prod_{t=1}^{T}(1+r_t)-\prod_{t=1}^{T}(1+b_t),
where rtr_t is the stock's total return and btb_t is its benchmark return for the same interval. In the example, the window-level gross returns are 1.03 and 1.02, so this difference is 0.01, or one percentage point. A relative wealth return instead divides:
1.031.02−1≈0.980392%.\frac{1.03}{1.02}-1\approx0.980392\%.

It expresses the wealth advantage relative to ending benchmark wealth. State the convention explicitly; the two quantities use different denominators. Neither should be silently substituted for a cumulative abnormal return, which adds period-by-period abnormal returns rather than taking a difference of compounded wealth paths.

An actual research design must also define what “after” means. If news arrives after the exchange closes, an entry at that same closing price uses information that was unavailable at the assumed trade. Preserve the public release timestamp, time zone and revisions; define the reaction window and a feasible entry before measuring the subsequent window. A daily event label alone does not establish an executable price.

Why researchers looked beyond the announcement jump

Ikenberry, Lakonishok and Vermaelen's 1995 paper studied open-market repurchase announcements from 1980–1990. Its published abstract reports average four-year abnormal buy-and-hold performance of 12.1% after the initial announcement, with stronger results among value stocks and no positive drift among glamour stocks. This is a cumulative historical sample result, not an annual rate or a forecast for the next announcement. Original published paper.
The authors' earlier working paper sets out the underreaction argument and starts its long-run investment measurement in the month following the announcement. The proposition is that managers may perceive undervaluation that investors initially discount. Other motives for repurchasing, and managerial valuation mistakes, weaken the inference from a headline to undervaluation. INSEAD working paper, introduction and methodology.
Later research did not produce a single uncontested verdict. Peyer and Vermaelen's paper, published online in 2008 and in the 2009 journal issue, reported persistence in its historical data and evidence consistent with repurchases responding to earlier market overreaction. Its abstract does not establish that the effect remains profitable today. Peyer and Vermaelen.
There is also a measurement challenge. Mitchell and Stafford re-examined long-run performance around corporate events, including repurchases. They found that treating overlapping event-firm returns as independent greatly overstated statistical precision; accounting for dependence weakened their evidence of reliable abnormal performance. This challenges the inference procedure, rather than proving that every individual buyback is fairly priced. Mitchell and Stafford, introduction.

Turn the headline into a testable event

A useful event study specifies the announcement population, return window and benchmark together. Several choices can otherwise manufacture an appealing result:

  • Authorisation versus execution. Define whether events are new programmes, increases, renewals or another transaction type. Do not select only programmes later known to be completed if the proposed signal is the announcement. Subsequent executed repurchases are a separate, later information set.
  • Benchmark and sample selection. A broad market index may leave size, value, industry or other exposures in the result. Compare suitable matched firms or factor models using characteristics available at formation. Keep delisted firms and their terminal returns; dropping failures creates survivorship bias.
  • Overlapping observations. Repeated announcements from one issuer can count the same later returns several times. Programmes also cluster across firms in the same market conditions. Define treatment of repeats and use inference that respects dependence, with calendar-time portfolio analysis as a useful complementary design.
  • Trading economics. A gross benchmark-adjusted return is not net profit. Entry delay, spreads, market impact, turnover and any hedge's financing or borrow costs belong in a separate executable portfolio test. Specify weights and holding rules, then test them on later data without retuning to the result.

Long horizons compound both returns and benchmark errors. Managers also choose when to announce, and announcements can coincide with earnings, financing changes or other news. A positive association therefore does not identify the causal effect of repurchasing shares. It may reflect delayed information processing, imperfect risk adjustment, selection or several mechanisms together.

For the broader reasoning, Market Anomalies: Calendar Effects, Size, Value, and Momentum develops event-window measurement and the joint test of market efficiency and an expected-return model. A public preview is available; the full lesson requires membership.

Sources

Last updated
  • share buybacks
  • event studies
  • return anomalies
  • benchmarking
  • long horizon inference
← Back to the glossaryBack to top ↑