Rethinking Incomplete Contracts By Oliver Hart Chicago N - - PowerPoint PPT Presentation

rethinking incomplete contracts
SMART_READER_LITE
LIVE PREVIEW

Rethinking Incomplete Contracts By Oliver Hart Chicago N - - PowerPoint PPT Presentation

Rethinking Incomplete Contracts By Oliver Hart Chicago N November, 2010 b 2010 It is generally accepted that the contracts that It is generally accepted that the contracts that partieseven sophisticated ones -- write are often


slide-1
SLIDE 1

Rethinking Incomplete Contracts

By Oliver Hart

Chicago N b 2010 November, 2010

slide-2
SLIDE 2
  • It is generally accepted that the contracts that

It is generally accepted that the contracts that parties—even sophisticated ones -- write are

  • ften significantly incomplete.
  • Some evidence: contract renegotiation and

contractual disputes occur.

  • Two natural questions: why and what are the

consequences ?

  • Most common explanation: the future is

complicated and it is hard to put in all the l t ti i relevant contingencies.

slide-3
SLIDE 3
  • Economic consequences ? Once the omitted

q contingency occurs presumably both parties

  • bserve this. Much of the literature ( e.g. , the

property rights theory of the firm, discussed p p y g y , yesterday) supposes that the parties can renegotiate the contract to adjust to the contingency Natural to model this as

  • contingency. Natural to model this as

bargaining under symmetric information. According to standard arguments ( Coase, Nash etc ) this leads to an ex post efficient Nash, etc.), this leads to an ex post efficient

  • utcome.
slide-4
SLIDE 4
  • However, the division of ex post surplus may not

p p y reflect ex ante non-contractible investments, and so these will be distorted. In other words we have what is known as the hold-up problem. p p

  • A now large economics literature has analyzed

how this hold-up problem can be mitigated, e.g., by allocating ownership of physical assets by allocating ownership of physical assets. Among other things this has led to a theory of who should own what and, to the extent that we can identify a firm with the physical assets it can identify a firm with the physical assets it

  • wns ,a theory of firm boundaries ( cf.

yesterday).

slide-5
SLIDE 5
  • This approach has been useful but it has

This approach has been useful but it has some limitations. The two main ones are:

  • (A) As economists we want to understand
  • (A) As economists we want to understand

not only who owns which assets but also resource allocation and decision resource allocation and decision processes in large organizations. If bargaining always yields ex post bargaining always yields ex post efficiency, I do not think that we can do this this.

slide-6
SLIDE 6
  • (B) Foundational problems: it turns out that

(B) Foundational problems: it turns out that revelation mechanisms can solve the hold-up problem ( without the need for hold up problem ( without the need for asset ownership) under some conditions. These mechanism elicit the parties’ These mechanism elicit the parties common information, and the state of the world is thus made verifiable The world is thus made verifiable. The mechanisms involve the use of third parties or random schemes They are parties or random schemes. They are never observed in reality, but they pose a challenge to the theory

slide-7
SLIDE 7
  • Concerning ( A): one way to incorporate

Concerning ( A): one way to incorporate ex post inefficiency is to introduce ex post asymmetric information The trouble with asymmetric information . The trouble with this is that as long as there is ex ante symmetric information there are symmetric information there are sophisticated revelation mechanisms that deal with this problem too Introduce ex deal with this problem too. Introduce ex ante asymmetric information ??? ( Probably not ) Probably not.)

slide-8
SLIDE 8
  • Concerning ( A) and (B):one can argue

Concerning ( A) and (B):one can argue that revelation mechanisms are too complicated to use in practice and so we complicated to use in practice and so we can safely ignore them. Unfortunately, we don’t have a good way to measure don t have a good way to measure complexity, and so I am not very comfortable with this Another possibility is comfortable with this. Another possibility is to argue that these mechanisms are not robust to small deviations from common robust to small deviations from common

  • knowledge. See Aghion, Fudenberg,

Holden et al

slide-9
SLIDE 9
  • Too early to say where the robustness

Too early to say where the robustness approach will go. One concern: it may throw out some quite simple contracts/ throw out some quite simple contracts/ mechanisms that we do observe as well as ones we don’t as ones we don t.

  • For these reasons I think that we need to

consider moving outside the usual consider moving outside the usual paradigm…

slide-10
SLIDE 10

Complementary Approach: C R f P i Contracts as Reference Points

B i id t t t ti t d d

  • Basic idea: an ex ante contract negotiated under

(relatively) competitive conditions shapes parties’ entitlements regarding ex post outcomes.

  • A party compares the ex post outcome to other
  • utcomes permitted by the contract, and if he does not

get what he feels entitled to, he is aggrieved and shades g gg

  • n non-contractible aspects of performance.
  • Shading does not (significantly) affect own payoff but

does significantly affect other party’s payoff. Shading=> does significantly affect other party s payoff. Shading deadweight losses.

slide-11
SLIDE 11

Complementary Approach (C i d) (Continued)

  • Leads to tradeoff between contractual flexibility

y and rigidity. A flexible contract is good in that parties can adjust to the (observable but unverifiable) state of the world but bad in that unverifiable) state of the world but bad in that there is a lot of aggrievement and shading. A rigid contract is good in that there is little g g aggrievement and shading but bad in that the parties cannot adjust to the state of the world. T i di t E t t d i l

  • Two new ingredients: Ex post trade is only

partially contractible, and behavioral elements affect performance. a ect pe o a ce

slide-12
SLIDE 12

Example 1: Payoff Uncertainty Example 1: Payoff Uncertainty

  • Simplified version of Hart and Moore

Simplified version of Hart and Moore (2008), Section III

  • Buyer B/Seller S
  • Buyer B/Seller S
  • B’s value v = 20
  • S’s cost c = { 16 prob π

10 prob 1-π D t Date 1 Date 0 Parties meet Date 1 Uncertainty resolved Uncertainty resolved Trade?

slide-13
SLIDE 13

Example 1: Payoff Uncertainty (C i d) (Continued)

Assume:

  • 1. Trade is voluntary ex post (e.g., because third

parties cannot verify why trade didn’t occur).

  • 2. S’s cost is observed by both parties ex post but

is not verifiable. 3 P ti i k t l

  • 3. Parties are risk-neutral.
  • 4. Only S can shade. S feels entitled to best
  • utcome permitted by the contract and shades
  • utcome permitted by the contract and shades

to point where B’s payoff falls by θ times the difference between S’s ideal payoff and what S actually receives.

slide-14
SLIDE 14

Example 1: Payoff Uncertainty (C i d) (Continued)

5.There are many sellers relative to buyers at date 5.There are many sellers relative to buyers at date 0, i.e., B has all the bargaining power at date 0 and chooses date 0 contract.

  • 6. No lump-sum transfers (e.g., because S is

wealth-constrained). 7.No renegotiation. Note: (4)-(6) are not assumed in Hart and Moore (2008). (7) is relaxed in Hart (2009).

slide-15
SLIDE 15

Contract A (Flexible) Contract A (Flexible)

  • Parties agree ex ante on price range [10

Parties agree ex ante on price range [10, 16]. B chooses the trading price p from this range ex post this range ex post.

  • In high-cost state, B chooses p = 16. B’s

payoff = 4; S’s payoff = 0 payoff = 4; S s payoff = 0.

  • In low-cost state, B chooses p = 10. B’s

ff 10 6θ S’ ff payoff = 10-6θ; S’s payoff = 0.

  • Expected surplus W = 4π+(10-6θ)(1-π).
slide-16
SLIDE 16

Contract B (Rigid) Contract B (Rigid)

  • Parties agree ex ante that p = 10

Parties agree ex ante that p = 10.

  • In high-cost state, no trade.

I l t t t B’ ff 10 S’

  • In low-cost state, B’s payoff = 10; S’s

payoff = 0.

  • W = 10(1-π).
slide-17
SLIDE 17

Implications and Remarks Implications and Remarks

1. Rigid contract will be chosen if π is small enough, even though it leads to ex post inefficiency with positive probability leads to ex post inefficiency with positive probability. 2. More shading will occur if the flexible contract is chosen than if the rigid contract is chosen. 3. Fehr, Hart and Zehnder (2010) find support for implications (1) and , ( ) pp p ( ) (2) in an experiment. 4. Outside options matter in this world even if they are “dominated,” given that trade does not always occur Thus asset ownership will given that trade does not always occur. Thus, asset ownership will matter for reasons different from GHM (there are no ex ante investments). For details, see Hart (2009). 5. Model consistent with empirical evidence showing that uncertainty k i l ti hi h d t S G t d makes economic relationships hard to manage. See Goetz and Scott(1983)…..Masten(2007).

slide-18
SLIDE 18

Example 2: Task Uncertainty Example 2: Task Uncertainty

  • Based on Hart and Moore (2008) Section

Based on Hart and Moore (2008), Section IV

  • 2 tasks Symmetric uncertainty such that
  • 2 tasks. Symmetric uncertainty such that

not known in advance which task is better. Who should choose the task? (Hart and Who should choose the task? (Hart and Moore (2008) also consider the possibility that the task should be fixed in advance ) that the task should be fixed in advance.)

  • Assume both parties can shade now.
slide-19
SLIDE 19

Example 2: Task Uncertainty (C i d) (Continued)

  • Optimal to fix price

Task 1 Task 2

Optimal to fix price and let B choose task (W = 10-2θ), rather than

Value 20 14

letting S choose task (W = 6-6θ).

Value 20 14

  • Why fix price?

Cost 10 8 Surplus 10 6

slide-20
SLIDE 20

Example 2: Task Uncertainty (C i d) (Continued)

  • Now it’s optimal to fix

Task 1 Task 2

p price and let S choose task (W = 12-6θ), rather than letting B choose task

Task 1 Task 2 Val e 20 14

than letting B choose task (W = 10-8θ).

  • Remark: Can throw light

Value 20 14

  • n choice between

employment and independent contracting

Cost 10 2

independent contracting.

  • Cf. Simon (1951).

Surplus 10 12

slide-21
SLIDE 21

Conclusions Conclusions

  • Formal models of incomplete contracts have to date

p focused on ex ante investment inefficiencies. Ex post trade is always efficient as a result of Coasian

  • bargaining. This is restrictive.

g g

  • “Contracts As Reference Points” broadens the scope of

the theory by incorporating ex post inefficiency. I believe that this approach can explain why uncertainty makes that this approach can explain why uncertainty makes economic relationships hard to manage, has new implications for asset ownership and firm boundaries, and may be helpful for going “inside the firm” (on the and may be helpful for going inside the firm (on the last, see Hart and Holmstrom (2010)).

slide-22
SLIDE 22

Conclusions (Continued) Conclusions (Continued)

  • Needless to say the approach relies on

Needless to say, the approach relies on some strong and nonstandard assumptions ( But does not suffer from

  • assumptions. ( But does not suffer from

foundational issues of standard approach ! ) One encouraging sign is that some of ) One encouraging sign is that some of those assumptions receive support in experiments but much more needs to be experiments, but much more needs to be done to test their validity and robustness.