Testing for Distortions in Performance Measures: An Application to Residual Income‐Based Measures like Economic Value Added

Date01 March 2015
DOIhttp://doi.org/10.1111/jems.12080
AuthorMirjam Praag,Randolph Sloof
Published date01 March 2015
Testing for Distortions in Performance Measures:
An Application to Residual Income-Based Measures
like Economic Value Added
RANDOLPH SLOOF
Amsterdam School of Economics
University of Amsterdam
Amsterdam, The Netherlands
r.sloof@uva.nl
MIRJAM VAN PRAAG
Department of Innovation and Organizational Economics
Copenhagen Business School
Copenhagen, Denmark
mvp.ino@cbs.dk
Distorted performance measures in compensation contracts elicit suboptimal behavioral responses
that may even prove to be dysfunctional (gaming). This paper applies the empirical test developed
by Courty and Marschke (Review of Economics and Statistics, 90, 428–441) to detect whether
the widely used class of residual income-based performance measures—such as economic value
added (EVA)—is distorted, leading to unintended agent behavior. The paper uses a difference-in-
differences approach to account for changes in economic circumstances and the self-selection of
firms using EVA. Our findings indicate that EVA is a distorted performance measure that elicits
the gaming response.
1. Introduction
Understanding the incentive implications of performance measures used in remuner-
ation contracts has become vital since the rapid introduction of performance-based
compensation schemes in the last three decades. The classic principal-agent model ac-
knowledges that the noise of a given performance measure determines its suitability
for use in compensation contracts. The “noisier” the measure, the lower is the optimal
incentive intensity. However, as Baker (2002) points out, the critical issue in most in-
centive contracts may not be the noisiness of the performance measure, but rather its
“distortion.” Baker defines distortion inversely as the extent to which the effect of effort
on measured performance is aligned with the effect of effort on the firm’s objective
function.1
If a performance measure is “distorted,” then agents can increase their performance
outcomes in two ways: by engaging in productive activities that are intended by the
principal or by engaging in unintended actions that are easier or cheaper from the
We gratefully acknowledge the researchassistance of Dennis Schoenmakers and comments by George Baker
and Luis Garicano. The usual disclaimer applies. We thank the (associate) editor and an anonymous referee
for their excellent suggestions.
1. Theoreticalmultitasking models show an inverse relationship between the distortion of the performance
measure and the efficient incentive intensity (see Holmstromand Milgrom, 1991; Feltham and Xie, 1994; Datar
et al., 2001; Baker, 2002).
C2015 Wiley Periodicals, Inc.
Journal of Economics & Management Strategy, Volume24, Number 1, Spring 2015, 74–91
Testing for Distortions in Performance Measures 75
agent’s perspective. Performance pay based on a distorted performance measure will
thus motivate agents to put costly effort into “cheap” activities (increasing measured
performance) to the possible detriment of organizational value. Such unproductive
efforts are typically referred to as “gaming efforts” (see Courty and Marschke, 2008).
Performance measures are often assessed and chosen based on their correlation
with firm value (see Baker, 2002; Courty and Marschke, 2008). However, some measures
that seem to be informative ex ante about the performance of the company become less
informative when used for incentive purposes, revealing their distortion. Implementing
a compensation scheme based on such distorted measures undermines the association
between the measure and the value of the company. Put differently, the mere use of a
distorted performance measure in compensation degrades its quality as a measure of
intended performance. The degree of (potential) degradation depends on the extent to
which the measure is distorted. Thus, the suitability of a performance measure cannot be
measured by the ex ante correlation between the measure and the value of the company,
as this correlation disregards the distortion not yet revealed.
An example involves the distortion of the performance measure “client satisfac-
tion” when it is used in compensation schemes for sales employees. Client satisfac-
tion, used as a performance measure, may provide valuable information about a sales
employee’s contribution to company performance. Using the measure as a basis for
performance pay, however, creates an incentive for a sales employee to increase client
satisfaction through “cheap” effort: selling at low prices, for example, or even giving
products away for free. The performance measure “client satisfaction” thus becomes
degraded: it is less useful than originally expected as a basis for performance pay.
Courty and Marschke (2008) developed an empirical test to detect distortion. Their
test, based on a simple theoretical framework, assesses how a performance measure
degrades when it is first used in a compensation contract or when its use in such a
contract is intensified. The focus is on measuring the change in the association between
the performance measure and organizational value due to an increase in the weight
of the measure in the compensation scheme. A negative change indicates degradation
of the quality of the measure, revealing a distortion. Courty and Marschke (CM) apply
their test to performance measures introduced in the course of a natural experiment
among agencies managing the US Governmental Job Training Partnership Act. They
find weak support for the distortion of these measures.
This paper applies the Courty and Marschke (2008) approach to test for distor-
tions in the performance measure residual income (RI), a key indicator of corporate
performance. More specifically, we collected a sample of firms that have introduced the
RI-based performance measure economic value added (EVA) in the remuneration con-
tract of executive board members. EVA was developed and copyrighted by Stern Stewart
& Co. Unlike RI,EVA cannot be measured solely on the basis of firms’ accounting data.
It differs from RI due to some—for researchers opaque—discretionary and standard
adjustments. In our empirical analysis we measure RI for the firms in our sample and
refertothisastheaccounting-based value of EVA.2
Unlike CM, the application in this paper does not concern a natural experiment,
but reviews the experience of listed (US-based) firms that introduced this popular
performance measure to reward management performance, mostly in the mid-1990s.
2. Wewill discuss the differences between RI and EVA,and the possible consequences of these differences
for our analysis, in Section 3. Using EVA data obtained from Stern Stewart is not possible in our application
(see Section 3).

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