(Adapted from Banks and Political Bargains, a Quant Perspectives column published by the Global Association of Risk Professionals)
We recently read, appreciated, and enjoyed the analysis and proposal
of Charles Calomiris and Stephen Haber in Fragile
by Design – The Political Origins of Banking Crises and Scarce Credit
(Princeton University Press, 2014).
Calomiris and Haber analyze banking structure and operations over the
past centuries and across varying countries and types of government. These authors argue that “political
bargains” in all cases determine banking structure and operations. The bargains differ substantially
depending on whether the form of government is authoritarian or
democratic. Within democratic societies,
the degree of populism (majority rule) versus liberalism (protection of
individual, corporate, and property rights from majority rule) also plays a
large role in the bargain that underlies the banking system.
In the landscape of Calomiris and Haber, governments need banks as
agents for state borrowing. Thus,
governments charter banks to enable and expand such borrowing and also to
accomplish political tasks of providing loans to favored sectors and
individuals. In return,
governments confer limited “charters” such that banks with charters have
reduced competition and therefore enjoy higher returns than they would receive
in an open market. Direct and
indirect government support activities, including deposit insurance, lending,
and bailouts, are just additional features of the “bargain.”
Fragile by Design profiles the histories of banking in the United Kingdom, Canada,
the United States, Mexico, and Brazil.
The authors’ theory explains, for example, why “the United States has
had 12 major banking crises [since 1840] while Canada has had none.” More specifically, the “political
bargain” among government, banks, and regulators in the U.S. prohibited or
strongly discouraged branch banking until 1980! Unlike the Canadian banks with sizable branch networks,
stand-alone (“unit”) banks have no risk diversification. Calomiris and Haber describe the creation
of deposit insurance by Federal legislation in 1933 as a government prop to
unit banks. Deposit insurance
schemes at the state level had already failed by that point due to moral hazard
and excessive taxpayer losses.
Calomiris and Haber argue that, since 1980, the political bargain
detrimental to safety and soundness of U.S. banks is the government
“encouragement” of residential mortgage lending. Rather than wade through this contentious question of recent
history here, we note that Morgenson and Rosner’s Reckless Endangerment (Times Books, 2011) shares the
Calomiris-Haber view. In the
(majority) Financial Crisis Inquiry Report of
2011, however, the government commission disagrees that either government
housing policy or the government-sponsored enterprises contributed
significantly to the degradation of mortgage underwriting standards.
What does the financial risk manager gain from studying Fragile by Design? The best answer may be simply that one
interprets current events in a new light.
Consider, for example, the role of the (U.S. government’s) Consumer Protection
Financial Bureau (CPFB). The CPFB
defines “qualified mortgage” (QM) and “ability to repay” (ATR) rules for mortgage
origination. When banks lend
within the QM/ATR guidelines, they are far less likely to suffer future
government penalties. This is
certainly a “bargain.”
Yet the CPFB’s mission is also to prod banks to lend rather than
simply protect consumers from bank malfeasance and high fees. One might call the CPFB-Bank
relationship a “balancing act” or a “partnership” (in the words of Calomiris
and Haber). Further, the CPFB
arguably encouraged the private firm FICO to change its credit score model in a
manner that will boost apparent creditworthiness. (See the credulous “FICO’s new
scoring model to help lenders better assess risk,” Reuters, August 8, 2014.)
The quantitative analyst has a tremendous challenge! How is it possible to incorporate
bargains with government into default and valuation models?!
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