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Oligopolies
Cournot's model of oligopoly
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Joel Kwayie
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Cards (20)
There are
two
sellers in the market
We assume they
profit
maximise
Entry
is
blocked
Firms
produce
homogeneous
products
P = a -
Q
(
Inverse
demand)
A is the
size
of the market
Q
is the total output in the market
A must be
greater
than
0
If the market price is equal to a then
Q
is
0
Choke
price
Courtnot -Nash
equilibrium
One firm must produce an output based on the assumption of the production of firm
B
The
residual demand curve
is a firm's demand curve given the output of its
rivals
Effectively it is the
market demand
than its rival has
not supplied.
Firms A 's
residual demand
curve depends on Firm B's
output
The more
Firm B
produces , the
closer Firm A's residual demand
to its origin
If firm b output is zero . Firms A's best response is to produce the monopmonopoly-level
The Nash Equilibrium of the Courtnot model is given by the points where the two firms' best response functions
intersect
No player is going to deviate from that point to get a higher payoff
Each player must be playing a best response against a guess of how other players will play
The guess must be correct
In the
Cournot
model of oligopoly, the total output produced by the duopolists is more than the total output of a monopolist
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