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Industrial Organization PGDMM501

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The challenges in cartel formation. Game theory and Nash Equilibrium ... Preventive method. MFN clause. Meeting-competition clause. Establishment. Continutation ... – PowerPoint PPT presentation

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Title: Industrial Organization PGDMM501


1
Industrial Organization PGDMM501
  • Lecture 4 Oligopoly

2
Today
  • Tutorial 1
  • Two types of oligopoly introduced.
  • Cartels versus the non-cooperative oligopoly
  • The challenges in cartel formation
  • Game theory and Nash Equilibrium
  • Strategic bahaviour and best response function
  • Bertrand, Cournot and Stakelburg models of
    oligopoly

3
The competitive spectrum
Oligopoly
Monopoly
Atomism
?
No one can affect price. Behavior perfectly
predictable.
Only one can affect price. Behavior not
constrained, but only one rational result.
Price and quantity depend on interaction among
firms. Expectations matter.
4
Oligopoly
  • There are few firms producing identical goods.
  • The firms decision about q affects P.
  • Contrast this with monopolistic and perfectly
    competitive markets.
  • Two variations
  • Cooperative oligopoly
  • Non-cooperative oligopoly

5
Cooperative oligopoly
  • Also known as cartels
  • Aim is to cut output and increase ?
  • Possible only if P increase more than
    proportionately
  • However if done individuallyIndividual gain lt
    individual cost

6
Cartel Behavior (with many firms)
P
p
D
MC
MCcartel
AC
q/t
Q/t
7
Why would cartel members cheat
MC
p
AC
q/t
8
Cartels thrive when
  • Price can be increased
  • Inelastic demand
  • Entry barriers to non members
  • No close substitutes
  • Low expectation of punishment under anti-trust
    laws
  • Low organization costs of cartels
  • Enforcement possible
  • Detection easy if
  • Few firms
  • No independent price ?
  • Prices widely known
  • Homogeneous goods
  • Less incentive to cheat (p.139)
  • Preventive method
  • MFN clause
  • Meeting-competition clause

9
A cartel member quitting
S1non-cartel
P
p
MC1cartel
Dr
MR1cartel
q/t
q/t
10
A cartel member quitting
S1non-cartel
P
p
MC1cartel
Dr
MR1cartel
q/t
q/t
11
A cartel member quitting
P
p
Dr
MR1cartel
q/t
q/t
12
A cartel member quitting
S1non-cartel
P
p
MC1cartel
Dr
MR1cartel
q/t
q/t
13
When cartels fail
  • Non-cartel supply increase
  • Cartel supply falls
  • Residual demand curve flattens
  • Prices come down and output increases
  • CS ?gt PS? ? Overall welfare ?
  • The benefits is due to DWL of cartels
  • See p.147

14
Non-cooperative oligopoly
  • Firms act independently of each other (like in
    Perfect competition and unlike in cartels)
  • However unlike in Perfect competition what one
    does affects the others profits
  • Thus strategic behavior is important
  • Game theory is useful to model this phenomenon

15
Prisoner's Dilemma
16
Coordination Game
17
Lets play a game now
18
In games
  • There are two or more players
  • Each player wants to maximize his/her payoff
  • Each is aware that the others actions affect
    there payoffs
  • Thus suited to model non-cooperative oligopoly
    conditions

19
Single period models
  • Bertrand Model
  • The two players engage in price competition
  • Residual demand curve based on beliefs about the
    others price
  • Cournot model
  • The players engage in quantity
  • The residual demand curve is based on the others
    strategy regarding the quantity

20
Single period models
  • Bertrand Model
  • Cournot model

p2
p2
p1
MC
MC
q2
q2
21
Firm 1s Best Response function
  • Bertrand Model
  • Cournot model

p2
q2
MC1
p1
q1
22
Two BRFs can locate the equm
  • Bertrand Model
  • Cournot model

p2
q2
Firm 1s BRFp1R1(p2)
Firm 1s BRFq1R1(q2)
Firm 2s BRFp2R2(p1)
Firm 2s BRFq2R2(q1)
p1
q1
23
Two BRFs can locate the equm
  • Bertrand Model
  • Cournot model

p2
q2
Firm 1s BRFp1R1(p2)
Firm 1s BRFq1R1(q2)
Firm 2s BRFp2R2(p1)
Firm 2s BRFq2R2(q1)
p1
q1
24
Leader follower model
p
  • Due to Stakelberg
  • The leader knows followers Cournot BRF.
  • The residual demand curve for leader is based on
    follower BRF

MC1
q1
q2
q1
25
p
Firm 1s Dr
MC1
q1
q1
q2
Firm 2s BRF
q2
q1
26
Oligopoly pricing
How secure is the relationship between
concentration and market power?
p2
Profit possibilities frontier
On the frontier means joint-monopoly pricing.
Cournot
Assumptions are everything.
Stackelberg
Bertrand
At the origin means efficient pricing.
p1
27
Tutorial 2
  • Chapter 4
  • Q2
  • Q6
  • Q8
  • To be submitted next week 28th July 2005
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