Do Borrowers Intentionally Avoid Covenant Violations? A Reexamination of the Debt Covenant Hypothesis
| Published date | 01 December 2022 |
| Author | ADAM BORDEMAN,PETER DEMERJIAN |
| Date | 01 December 2022 |
| DOI | http://doi.org/10.1111/1475-679X.12456 |
DOI: 10.1111/1475-679X.12456
Journal of Accounting Research
Vol. 60 No. 5 December 2022
Printed in U.S.A.
Do Borrowers Intentionally Avoid
Covenant Violations?
A Reexamination of the Debt
Covenant Hypothesis
ADAM BORDEMAN∗AND PETER DEMERJIAN †
Received 18 May 2021; accepted 21 June 2022
ABSTRACT
In this study, we replicate and extend the Dichev and Skinner [DS: 2002]
study on the debt covenant hypothesis (DCH). We start by replicating DS
and find results consistent with theirs. We then extend their work by chang-
ing three aspects of the research design: histogram bin width, calculation of
slack, and statistical test of discontinuity. We find that the inference from
DS is generally robust to varying these choices, although sensitive to differ-
ent bin widths, during their sample period. We extend our analysis to the
period 2000–2019 and find that support for DCH remains robust. We do,
however, find a lack of support for DCH when examining the most common
financial covenant, debt-to-EBITDA. These findings suggest a more nuanced
∗Cal Poly San Luis Obispo; †Georgia State University
Accepted by Luzi Hail. The authors appreciate feedback from two anonymous reviewers,
Herb Hunt and Melissa Martin, and the support of the Orfalea College of Business at Cal Poly
San Luis Obispo and the College of Business Administration at the University of Illinois at
Chicago. An online appendix to this paper can be downloaded at https://www.chicagobooth.
edu/jar-online-supplements.
1741
© 2022 The Chookaszian Accounting Research Center at the University of Chicago Booth School of
Business.
1742 a. bordeman and p. demerjian
perspective on DCH, whereby different types of financial covenants provide
different incentives and abilities to avoid technical default.
JEL codes: G30, G32, M40, M41
Keywords: debt covenant hypothesis; debt contracting; financial covenants
1. Introduction
The debt covenant hypothesis (DCH) is one of the key testable theories
of the positive accounting paradigm described in Watts and Zimmerman
[1986]. The hypothesis is based on the idea that financial covenants in
debt contracts—provisions that require the borrower to maintain a thresh-
old level of an accounting-based metric, such as interest coverage or net
worth—are costly to violate. Watts and Zimmerman, in their “debt/equity”
hypothesis, predict that the cost of covenant violation affects borrower be-
havior. Specifically, they predict that borrowers with high leverage (a proxy
for closeness to covenant violation) will make income-increasing account-
ing policy choices. This theory has been adapted into the broader DCH,
which predicts that firms close to covenant violations take action to avoid
technical default through accounting policy changes, accruals, or real ac-
tivities. DCH has received considerable empirical support. Sweeney [1994]
and DeFond and Jiambalvo [1994] test hand-collected samples of covenant
violations and find that firms make income-increasing accounting decisions
and manage earnings upward prior to covenant violation. More recently,
Kim, Lei, and Pevzner [2010] find that firms use real activities manage-
ment to avoid violation, and Franz, HassabElnaby, and Lobo [2014] show
that firms use both accrual earnings management and real activities man-
agement to avoid technical default.
Dichev and Skinner [DS: 2002] provide some of the most convincing
support for DCH. Unlike the papers noted above, which use models of dis-
cretionary accruals or real activities to examine DCH, DS use a histogram-
based analysis in the style of Burgstahler and Dichev [1997] to examine
two financial covenants, minimum current ratio and minimum net worth,
and measure the difference between the covenant threshold and the ac-
tual value of the accounting-based covenant metric, or slack.Theauthors
organize covenant slack into histogram bins and measure the smoothness
of the distribution of bin density around the threshold of technical default.
The findings show a pronounced discontinuity, with a disproportionately
large number of slack observations just above the technical default thresh-
old (peak) and a disproportionately small number of slack observations just
below (trough). These significant discontinuities are interpreted as sup-
porting DCH. The findings in DS are robust, showing statistically significant
discontinuities across a variety of subsamples of covenant slack.
In this paper, we propose a reexamination of the DCH. Although DS pro-
vide clear, strong support for the hypothesis and their paper remains influ-
ential, we believe that a reexamination is justified for several reasons. First,
do borrowers intentionally avoid covenant violations? 1743
as is the case in all empirical studies, DS make a variety of measurement and
specification choices that potentially influence the inferences from their
study. A reexamination allows us to test the robustness of their findings to
different research design choices. Second, research methodologies evolve
over time, allowing for new methods and tests that can change inferences
from past research. In our reexamination, we use an alternative statistical
test that had not been developed when DS conducted their research.
Third, 20 years have passed since their paper was published. These two
decades have seen significant developments in financial reporting and the
broader economy. Some of these changes, including the passage of the
Sarbanes–Oxley Act, the global financial crisis of 2007 and 2008, and the
rise of securitization in the private loan market, have likely influenced
the ability and incentives of borrowers to avoid covenant violations. Al-
though past research suggests that borrowers acted in accordance with
DCH in the period that DS study, whether this is still the case is an empirical
question. Finally, current ratio and net worth covenants are not commonly
used financial covenants and have fallen even more out of favor in recent
years; thus, inferences of DCH based on these covenants may not general-
ize.
We start our reexamination of DCH by reproducing DS. Although
we attempt to precisely replicate the sample, measurement choices, and
empirical tests in their study, changes in the Loan Pricing Corporation
(LPC)/Dealscan data since DS’s analysis make a precise sample replication
impossible. We also note that some covenants in our sample have either
dynamic thresholds (current ratio) or build-up provisions (net worth) that
affect the measurement of slack. We hand-collect data from Securities and
Exchange Commission (SEC) filings to address these measurement issues.1
Considering changes in data availability, we reproduce their sample as best
as we can; our descriptive statistics suggest that our reproduced samples
for current ratio and net worth covenants are close to those of DS, and
we do not believe that sample differences introduce systematic bias into
our results. Using these samples and following the DS research design, our
findings are consistent with DCH. In fact, our distributional results closely
mirror the findings of DS for each of the five specifications tested for the
current ratio and net worth covenant samples. We conclude that, despite
possible sample differences, we faithfully reproduce DS’s analysis.
In the next phase of our reexamination, we run three research design-
based extensions of DS, focusing on the subsample of observations up to
and including the first documented covenant violation. In our first exten-
sion, we examine alternate histogram bin widths. DS use ad hoc bin widths
that approximate a doubling of the interquartile range-based formula of
Degeorge, Patel, and Zeckhauser [1999]. We explore narrowing and widen-
ing the DS bin widths. For our second extension, we vary the measurement
1DS discuss both dynamic thresholds and build-up provisions. We discuss their approach to
these data issues, along with more detail on our hand-collection procedure, in subsection 3.3.
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