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Title: 2nd Toulouse-Montr


1
2nd Toulouse-Montréal Conference onThe Law,
Economics and Management ofLarge-Scale
RisksSeptember 30 October 1, 2005
  • On Precautionary Policies
  • Pauline Barrieu
  • London School of Economics
  • Bernard Sinclair-Desgagné
  • CIRANO, CIRAIG and HEC Montréal
  • École polytechnique (Paris)

2
1. Some background
  • Zoroaster When in doubt, abstain.
  • Removal of the handle of the Broad Street water
    pump in London in 1854, an action that then
    stopped an epidemic of cholera (see, e.g.,
    Charles E. Rosenberg, 1962).
  • This measure followed documented (but
    unconfirmed) suspicions by John Snow, a physician
    and much revered early epidemiologist, that the
    cause of the disease originated in the pump.
    (Afterwards, a detailed investigation determined
    that, more than 20 feet underground, a sewer pipe
    passed within a few feet of the well.)
  • Vorsorgeprinzip the forecaring principle
    introduced into German environmental law in the
    1970s.

3
  • The U.S-Canada Great Lakes Water Quality
    Agreement
  • Such a strategy a phase out of all toxic
    persistent substance should recognize that all
    persistent toxic substances are dangerous to the
    environment, deleterious to the human condition,
    and can no longer be tolerated in the ecosystem,
    whether or not unassailable scientific proof of
    acute or chronic damage is universally accepted.
  • Science-based regulation (the National
    Environmental Policy Act, the Clean Water Act,
    the Occupational Safety and Health Act, the
    Federal Food, Drug, and Cosmetic Act, )
  • The U.S. Food Safety System stipulates that
    conservative risk management decisions be
    implemented when safety information on a hazard
    in a food is substantial but incomplete.

4
  • Despite this widespread use, however, the
    Precautionary Principle remains controversial and
    is often the object of acrimonious debates.
  • Advocates argue that it provides potential
    victims a safeguard against sloppiness or
    manipulation in science-based regulation.
  • But critics say that it gives undue veto powers
    to environmental extremists to block
    technological progress and opens the door to
    lobby groups to foster trade protectionism.
  • Admittedly, in its present form the Precautionary
    Principle is subject to a wealth of
    interpretations.
  • A representative sample David Appell (2001),
    Daniel Bodansky (1991), Kenneth R. Foster et al.
    (2000), David Freestone and Ellen Hey (1996),
    Olivier Godard (1997), I. M. Goklany (2001), John
    S. Gray and John M. Bewers (1996), Giovanni
    Immordino (1999), Myers and Raffensperger (2001),
    Tim O'Riordan and James Cameron (1994),
    Raffensperger and Joel Tickner (1999), and
    Alistair Scott et al. (1999).
  • The potentially high stakes involved would make a
    clarification of its meaning and use quite timely.

5
The Precautionary Principle
  • When an activity raises threats of harm to human
    health or the environment, precautionary measures
    should be taken even if some cause-and-effect
    relationships are not fully established
    scientifically.
  • Versus

6
The Boldness Principle
  • When an activity raises potential benefits to
    human health or the environment, fostering
    measures should be taken even if some
    cause-and-effect relationships are not fully
    established scientifically.

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What do you choose?
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Outline of the presentation
  1. Historical background
  2. The PP as an illustration of "Real Options"
    principles
  3. Decision making under ambiguity
  4. What is precaution?
  5. Applications
  6. Concluding remarks

9
The PP as a Real OptionChristian Gollier,
Bruno Jullien and Nicolas Treich, 1999
  • Arrow and Fisher (1974), Henry (1974)
  • Uncertainty learning gt reversibility
    (or flexibility) has a
  • positive value
  • Pindyck, Dixit and others develop the framework
    of real options as an extension of that of
    financial options.
  • Gollier, Jullien and Treich
  • Precautionary measures are preferred when the
    decision maker exhibits the right amount of
    prudence.

10
3. Decision making under ambiguity
  • Aversion to ambiguity - the Ellsberg (1961)
    paradox
  • Urn A contains 50 red balls and 50 black balls
  • Urn B contains 100 red or black balls.
  • "You win 100 if a ball drawn from the urn you
    pick is red.
  • Which urn do you pick?
  • Most people pick urn A.
  • Building on Gilboa and Schmeidler (1989),
  • Morgane Chevé and Ronan Congar (2002) show that
  • The PP amounts to deciding based on a maxmin
    rule, i.e. one tries to achieve the most under
    the least favorable scenario.

11
4. What is Precaution?Bernard
Sinclair-Desgagné and Pauline Barrieu, 2005
  • All statements of the PP involve three key items
  • AXIOM 1. no scientific agreement
  • Scientific assessments form a set of n 2
    Bernoulli distributions ?0,?1q1, ?0,?2q2,
    , ?0,?nqn, where for at least one pair (i,j)
    we have that ?i ? ?j or qi ? qj.

12
  • AXIOM 2. The regulators appraisal of scenarios
    and policies is such that
  • ordinal scores Her evaluation of the various
    states of the world can be represented by a
    real-valued function u() such that u(?1) u(?2)
    u(?n)
  • potential threat For at least one scenario i,
    u(?i) lt u(?0)
  • scenario weighing She attributes relative
    weights ai 0, ?i ai 1, to each scenario
  • weighted average criterion She prefers
    scenarios and policies that increase the weighted
    average ?i ai(qi u(?i) (1-qi)u(?0)).

13
  • DEFINITION 1. Precautionary strategies
  • A precautionary strategy is an action that
    modifies the probabilities or the alternative
    states in some scenarios and that, for at least
    one scenario i where u(?i) lt u(?0), qualifies as
    self-protection or self-insurance.
  • (a) self-protection ltgt pi lt qi
  • (b) self-insurance ltgt for some ?i lt 1,
  • u(?i) - u(?0) ?i (u(?i) lt u(?0)) .
  • DEFINITION 2. Impact of precaution The impact
    of a precautionary measure is the vector d
    (d1,,dn) of weighted differences di ai(qi
    ?ipi).

14
  • Proposition
  • The rule that
  • the regulator must adopt a precautionary
    strategy whenever Axioms 1 and 2 are verified
  • is equivalent to having
  • (i) d1 0 ,
  • (ii) dj dn 0 when u(?j) u(?0) ,
  • (iii) d1 dn s for some s 0 .

15
  • Captured often-precribed features of
    precautionary actions
  • - cost-effectiveness s 0
  • - proportionality d1 dn s
  • - consistency same s
  • - flexibility bigger n gt higher degree
  • of freedom

16
5. Application 1 - Fisheries conservation
  • FAOs Code of conduct for responsible fisheries
  • The absence of adequate scientific information
    should not be used as a reason for postponing or
    failing to take conservation and management
    measures.
  • ? (?i ai qi s)/ ?i ai pi
  • So self-insurance is a substitute for
    self-protection
  • the level of self-insurance necessary to
    compensate a decreawse in self-protection is
    bigger the larger ? already is and the more
    significant the overall current self-protection.

17
5. Application 2 - Nanotechnologies
  • Royal Academy of Engineering of the UKs report
  • Until more is known about their environmental
    impact we are keen that the release of
    nanoparticles and nanotubes in the environment is
    avoided as far as possible. Specifically, we
    recommend as a precautionary measure that
    factories and research laboratories treat
    manufactured nanoparticles and nanotubes as if
    they were hazardous and reduce them from waste
    streams.
  • So, ?i ai qi gt s, meaning that a complete ban is
    not what society wishes.
  • But, no measure currently exists that would make
  • d1 dn s .

18
6. Concluding remarks
  • Once the price society puts on alleviating a
    potential threat is elicited, precaution means to
    reduce the worst threat while making the total
    impact of the implemented measure equal to that
    price.
  • What needs to be further dealt with
  • - management of expertise,
  • - political economy of safety regulation,
  • - division of labor in implementation
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