Oligopoly Flashcards

1
Q

IBI

Characteristics of an Oligopoly

A
  1. Interdependence
  2. Barriers to Entry
  3. Information
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2
Q

Cite some barriers to entry in an oligopoly

A
  1. Large economies of scale
  2. Scarce resources
  3. Increase advertising
  4. Innovations
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3
Q

KCSB

Oligopoly Theories

A
  1. Kinked Demand Curve Model / Sweezy’s Model
  2. Cournot Model
  3. Stackelberg Model
  4. Bertrand Duopoly Market
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4
Q

Used to explain the price inflexibility in oligopoly

A

Kinked Demand Curve Model / Sweezy’s Model

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5
Q

Used when prices change very rarely.

A

Kinked Demand Curve Model / Sweezy’s Model

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6
Q

This theory assumes that when a firm lowers price, everyone lowers price to avoid losing customers and market share.

A

Kinked Demand Curve Model / Sweezy’s Model

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7
Q

When a firm raises its price, none of the rival firms would raise its price.

A

Kinked Demand Curve Model / Sweezy’s Model

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8
Q

FDBB

Characteristics of a Kinked Demand Curve Model / Sweezy’s Model

A
  1. Few firms in the market
  2. Differentiated products
  3. Believes rivals will cut their prices in response to a price reduction
  4. Barriers to entry exists
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9
Q

Used when firms produce identical or standardized products and don’t collude.

A

Cournot Model

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10
Q

One firm must determine the quantity they must sell at the same time that the other firms decide what quantity they would sell.

A

Cournot Model

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11
Q

Here, firms choose their quantities only once.

A

Cournot Model

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12
Q

FPBB

Characteristics of Cournot Model

A
  1. Few firms in market
  2. Produce either differentiated or homogenous products
  3. Believes that rivals will hold their output constant if it changes output
  4. Barriers to entry exists
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13
Q

In this model, one firm serves as the the industry leader.

A

Stackelberd Model

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14
Q

FPSOB

Characteristics of Stackelberg Model

A
  1. Few firms in the market
  2. Produces either differentiated or homogeneous products.
  3. Single firm chooses an output quantity before others
  4. Other will take the given output and choose outputs that maximize profits
  5. Barriers to entry exists
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15
Q

What’s the difference between Cournot Model and Stackelberg Model?

A

Cournot - Firms choose simultaneously

Stackelberg - Firms choose sequentially

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16
Q

It’s when one firm determines the profit maximizing quantity and the other firms react to that quantity.

A

Stackelberg Model

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17
Q

It’s when two firms make simultaneous choices.

A

Cournot Model

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18
Q

It examines price competition among firms that produce highly substitutable goods.

A

Bertrand Duopoly Market

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19
Q

FIEPB

Characteristics of Bertrand Duopoly Market

A
  1. Few firms in the market
  2. Identical products at a constant marginal cost
  3. Engages in price competition and reacts optimally
  4. Perfect information and no transaction costs
  5. Barriers to entry exists
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20
Q

In this model, the firms select the price that will maximize profits

A

Bertrand Duopoly Market

21
Q

In this two models, the focus is on quantity.

A

Cournot Model and Stackelberg Model

22
Q

What do you call when firms collude?

A

Collusive Oligopoly

23
Q

It often results to competition among firms.

A

Non-collusive Oligopoly

24
Q

It’s when participants act more like a monopoly and enjoy the benefits of higher profits.

25
Types of Collusion
Covert Tacit
26
It occurs when firms try to hide the results of their collusion.
Covert
27
It arises when firms act together but there's no agreement among themselves.
Tacit
28
An analytical guide or tool for making decisions in situations involving interpendence.
Gane Theory
29
It is any decision-making situation in which people compete with each other for the purpose of gaining the greatest individual pay-off.
Game
30
It attempts to rake into consideration the interactions between the participant and their behavior to study the strategic decision-making between rational individuals
Game Theory
31
# ZPN Types of Games according to Outcome
Zero-sum Games Positive-sum Games Negative-sum Games
32
#SSOR Games according to how players decide their moves
Simultaneous-move games Sequential-move games One-shot games Repeated games
33
One player's gain is another player's loss
Zero-sum games
34
Games with the potential for mutual profit.
Positive-sum games
35
Games with the potential for mutual loss.
Negative-sum games
36
Exists if you make a decision without knowing what other players decided.
Simultaneous-move games
37
Everybody except the player who moved first gets to observe their rival's decision before making their own decision.
Sequential-move games
38
Played only once, not repeated by other players.
One-shot games
39
Players know that the game is played again over a time period.
Repeated games
40
A strategy when a player attempts to earn the maximum possible benefit available.
Maximax
41
It's often seen as naive since it assumes a highly favorable environment for decision making.
Maximax
42
A strategy where a player chooses the best of the worst pay-off.
Maximin
43
It's commonly chosen when a player can't rely on the other party to keep any agreement that has been made.
Maximin
44
It's the best outcome irrespective of what the other player chooses.
Dominant strategy
45
It's the solution to a game involving two or more players who want the best outcome for themselves and must take the actions of others into account.
Nash Equilibrium
46
When this is achieved, players can't improve their pay-off by changing their strategy.
Nash Equilibrium
47
It is the best strategy assuming that the other party has chosen a strategy and will not change it.
Nash Equilibrium
48
What happens when firms realize the strategy that leads to Nash Equilibrium?
They may revert to using randomized strategies - haphazard actions to keep rivals from predicting their strategic moves.