Measuring Mutual Fund Flow Pressure as Shock to Stock Returns

AuthorMALCOLM WARDLAW
DOIhttp://doi.org/10.1111/jofi.12962
Date01 December 2020
Published date01 December 2020
THE JOURNAL OF FINANCE VOL. LXXV, NO. 6 DECEMBER 2020
Measuring Mutual Fund Flow Pressure as Shock
to Stock Returns
MALCOLM WARDLAW
ABSTRACT
A large and rapidly growing literature examines the impact of misvaluation on firm
policies by using mutual fund outflow-induced price pressure to isolate nonfundamen-
tal price variation. I demonstrate that the standard approach to computing outflow-
induced price pressure produces a measure that is inadvertently a direct function of
a stock’s actual realized return during the outflow quarter, raising doubts about its
orthogonality to fundamentals. After removing these direct measurements of return,
outflows generate a fairly negligible quarterly decline in returns, with no subsequent
reversal, and many established results in this literature no longer hold. I provide
suggestions for future analysis.
FINANCIAL ECONOMICS HAS LONG BEEN interested in whether nonfundamen-
tal movement in stock prices impacts corporate decision making. Empirically
identifying such impact is challenging, however, as it requires an independent
shock to stock prices that is both fully observable to the econometrician and
completely orthogonal to firm fundamentals. Over the last 10 years, a rapidly
expanding literature has used the investor flows to and from mutual funds as a
source of exogenous price pressure. The idea behind this approach is that large
investor redemptions may place pressure on mutual funds to sell the stocks
they hold. If the required sales are sufficiently large, the funds’ liquidity needs
may put downward pressure on prices that is unrelated to the fundamental
value of the underlying stocks. If cleanly identified, this price pressure then
creates a laboratory for studying market feedback effects by breaking the en-
dogenous relationship between prices and fundamental firm value.
Malcolm Wardlaw is with University of Georgia, Terry School of Business. Special thanks to
Elizabeth Berger, Nicholas Crain, Jonathan Cohn, Alex Edmans,Itay Goldstein, Wei Jiang, Uday
Rajan, Breno Schmidt, Sheridan Titman, Wei Wei, Toni Whited, Steven Xiao, and Alex Young for
comments and suggestions. Thanks also to seminar participants at the University of Michigan,
University of Illinois at Chicago, University of Warwick, University of South Carolina, University
of Georgia, Chinese University of Hong Kong, University of New South Wales, the 2019 Midwest
Finance Association, and the 2019 Western Finance Association annual meetings. The author has
no conflicts of interest as identified by The Journal of Finance’s disclosure policy.
Correspondence: Malcolm Wardlaw, Terry School of Business,University of Georgia, 620 South
Lumpkin Street, B332 Amos Hall, Athens, GA 30602; telephone: (706) 542-0356;
e-mail: malcolm.wardlaw@uga.edu.
DOI: 10.1111/jofi.12962
© 2020 the American Finance Association
3221
3222 The Journal of Finance®
Interest in this approach began with Coval and Stafford (2007), who provide
suggestive evidence of this flow pressure using observed mutual fund sales.
However, measuring sell pressure with this approach is of limited usefulness
in cleanly identifying nonfundamental shocks. Since the buy and sell actions
of mutual funds are measured directly, these actions reflect of the informa-
tion used in that decision. Edmans, Goldstein, and Jiang (2012), EGJ, propose
solving this problem by estimating not the sells themselves, but a measure of
the quarterly outflows to each fund scaled by the proportion of each stock that
makes up the mutual fund’s portfolio. Essentially, this measure estimates what
the total sales of each stock in each fund would be if each stock was sold in pro-
portion to the fund’s initial beginning-of-quarter holding of that stock. Since
the measure abstracts from which stocks are sold in the quarter and the infor-
mation about firm fundamentals that those sales might contain, it potentially
satisfies the exclusion restriction for an instrumental variables approach. Ex-
posure to the measure also appears to result in large quarterly price declines
followed by a reversion over the subsequent two years. This observation sug-
gests that the price declines are solely due to the exposure to flow pressure in
the event quarter and hence are unrelated to fundamentals before or during
the quarter. EGJ use this measure to instrument for nonfundamental declines
in market value and the effect that these declines have on takeovers.
Since the publication of EGJ, a large number of papers published in high-
quality finance and business journals have used this measure and basic
econometric approach to identify declines in corporate equity value that are
unrelated to fundamentals and the impact of these declines on a wide array
of corporate decisions. These papers include Derrien, Kecskés, and Thesmar
(2013), who examine the impact on payout; Phillips and Zhdanov (2013), who
examine the impact on R&D; Norli, Ostergaard, and Schindele (2015), who
examine the impact on shareholder activism; Zuo (2016), who examines the
impact on managerial earnings forecasts; Lee and So (2017), who examine
changes in analyst coverage; Bonaime et al. (2018), who examine the impact
on mergers and acquisitions; Eckbo, Makaew, and Thorburn (2018), who
examine stock-financed takeovers; Lou and Wang (2018) who examine the
impact on corporate investment; and Dessaint et al. (2018), who examine the
intraindustry cross-firm impact on corporate investment.1
In this paper, I demonstrate that this approach misidentifies the primary
source of these declines in stock price. This misidentification occurs not
1Each of these articles is published or forthcoming in a high-quality finance or accounting jour-
nal such as Journal of Finance,Journal of Financial Economics,Review of Financial Studies,
Journal of Finance and Quantitative Analysis,andJournal of Accounting and Economics. A num-
ber of papers such as Acharya et al. (2014), Deng, Hung, and Qiao (2018), and Bilinski et al. (2018)
use this measure as a control in their tests. In addition, a large and growing number of current
working papers also utilize this measure for identification, including but not limited to Agarwal
and Zhao (2016), Badertscher, Shanthikumar, and Teoh (2017), Chang et al. (2017), Dong, Hir-
shleifer, and Teoh (2018), Gredil, Kapadia, and Lee (2018), Henning, Oesch, and Schmid (2015),
Honkanen and Schmidt (2017), and Sun (2017). Recent working papers by Dessaint et al. (2019)
and Gredil, Kapadia, and Lee (2019) have partially responded to the issues raised in an earlier
working version of this paper.

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