Testing for Asymmetric Information Using “Unused Observables” in Insurance Markets: Evidence from the U.K. Annuity Market

Date01 December 2014
AuthorAmy Finkelstein,James Poterba
Published date01 December 2014
DOIhttp://doi.org/10.1111/jori.12030
TESTING FOR ASYMMETRIC INFORMATION USING UNUSED
OBSERVABLESIN INSURANCE MARKETS:EVIDENCE FROM
THE U.K. ANNUITY MARKET
Amy Finkelstein
James Poterba
ABSTRACT
This article tests for asymmetric information in the U.K. annuity market of
the 1990s by trying to identify “unused observables,” attributes of individual
insurance buyers that are correlated both with subsequent claims experience
and with insurance demand but that insurance companies did not use to set
insurance prices. Unlike the widely used positive correlation test for
asymmetric information, which searches for a positive correlation between
insurance demand and risk experience, the unused observables test is not
confounded by heterogeneity in individual preference parameters that may
affect insurance demand. We identify residential location as an unused
observable in the U.K. annuity market of this period. Even though residential
location was observed by all market participants, the decision not to
condition prices on it created the same types of market inefficiencies that
arise when annuity buyers have private information about mortality risk.
Our findings raise questions about how insurance companies select the set of
buyer attributes that they use in setting policy prices. In the decade following
the period that we study, U.K. insurance companies changed their pricing
practices and began to condition annuity prices on a buyer’s postcode.
Amy Finkelstein and James Poterba are at the Department of Economics, MIT, 77
Massachusetts Avenue, E17-214, Cambridge, MA 02139. They can be contacted via e-mail:
afink@mit.edu and poterba@mit.edu. The authors are also affiliated with the National Bureau
of Economic Research. They thank Edmund Cannon, Pierre-Andre Chiappori, Richard Disney,
Liran Einav, Carl Emmerson, Michael Orszag, Casey Rothschild, Ian Tonks, Michael
Wadsworth, Jonathan Zinman, and especially Jeff Brown and Keith Crocker for helpful
comments and encouragement; Hui Shan for outstanding research assistance; the National
Institute of Aging and the National Science Foundation (Poterba) for financial support; and the
generous employees at the firm that provided the data for this study. Poterba is a trustee of the
College Retirement Equity Fund (CREF) and of the TIAA-CREF mutual funds, entities that sell
retirement saving products including annuities.
© The Journal of Risk and Insurance, 2014, Vol. 81, No. 4, 709–734
DOI: 10.1111/j.1539-6975.2013.12030.x
709
INTRODUCTION
Asymmetric information is widely recognized as hindering the efficient operation of
insurance markets, but whether it is present in specific markets remains a subject of
active research. In recent years, numerous studies have tested for asymmetric
information in a variety of different insurance markets. This work has been largely
based on the “positive correlation” test described by Chiappori and Salanie (2000).
This test rejects the null hypothesis of symmetric information when there is a positive
correlation between insurance purchases and risk occurrence, conditional on the
buyer characteristics that are used to set insurance prices.
A limitation of the positive correlation test, noted by Finkelstein and McGarry (2006)
and Chiappori et al. (2006), is that it breaks down when individuals have private
information about characteristics other than risk type, such as risk preferences, and
when these other characteristics affect insurance demand. A number of studies,
reviewed by Cutler, Finkelstein, and McGarry (2008) and by Einav, Finkelstein, and
Levin (2010), suggest that this type of preference heterogeneity plays an empirically
important role in many insurance markets.
This article illustrates an alternative, and quite straightforward, test for asymmetric
information that is robust to the existence of preference heterogeneity in insurance
demand. When some attributesof insurance buyers that are correlated with insurance
demand and subsequent risk experienceare not used to price insurance policies, then
insurance buyers effectively have private information about their risk type. This may
occur even when insurance companies observe, or could observe, the relevant
individual characteristics, but choose not to use them in pricing. We refer to this
situation as one of “asymmetrically used” information to distinguishit from the more
classic “asymmetric information” that results when features of the contracting
environment make it impossible forthe insurer to observe risk-relevant characteristics
of consumers. Asymmetrically used information has similar implications for market
equilibrium and market efficiency as the more classic “asymmetric information.”
We test for asymmetrically used information by asking if we can identify individual
characteristics that are risk relevant and correlated with insurance demand, but that
are not used by insurance companies in designing the contract menus facing
individuals. We refer to this as the “unused observables” test.
Regulation can be one source of “asymmetric use” of information in insurance
markets. When insurance companies are prevented from using some individual
characteristics in pricing insurance policies, buyers who know these characteristics
and their relationship to risk type can exploit this information. In many insurance
markets, however, asymmetrically used information occurs because insurance
companies voluntarily choose not to price on the basis of risk-related buyer
information that they collect, or could collect. We explore this ostensible puzzle in
more detail below. We suggest that concerns about regulatory response and
consumer backlash may contribute to this behavior, but we stop short of providing
any evidence to support this conjecture.
We illustrate the use of the unused observables test in the retirement annuity market
in the United Kingdom in the 1990s. In the United Kingdom, those who saved for
710 THE JOURNAL OF RISK AND INSURANCE

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