1/12
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced |
---|
No study sessions yet.
Non-Strategic Situations
Perfect competition â firms are price-takers, and they do not have to worry about the prices of their competitors
Monopoly â no competitors to worry about
Strategic Situations
Everything in between a Monopoly and Perfect Competition
Game Theory
Mathematical models to study strategic interactions
An interaction can be âcooperativeâ such as when business partners successfully collaborate on a project
An interaction can be âcompetitiveâ (or conflicting) like two or more firms fighting for market share, rival politicians in an election, etc
Game theory is a tool-kit to study conflict and cooperation between intelligent and rational decision makers
Two Basic Models of Games
Simultaneously played games (Normal form/Strategic form)Â
Sequentially played games (Extensive form)Â
Simultaneously Played Games (Normal form/Strategic form)
Simultaneously played games are the games where the players have to choose their decisions or actions simultaneously
Simultaneous does not quite literally mean choosing at the same time; but means that the players choose a decision without knowing what others are doing
Sequentially Played Games (Extensive form)
Moves are made sequentially, one after the other
Players can see clearly what move have been taken so far before they make their own choice
Normal Form Game
Three elements:Â Â
Players Â
Strategies Â
Payoffs/Utilities
How to Solve a Game
There are many ways to solve a game, and different economists have many slightly different ways of reaching the same result
However, a solution to a game must have the following qualities:Â
The outcome is stable: This means nobody has an incentive to move from an outcome
The outcome is reached by rational thinking: This means players are assumed to think in a logical way to maximise their expected payoff
One of the main methods used to then solve such a game is finding best responses and using this to identify a Nash equilibrium
Iterated Dominance
games where actions can be âsequentially deletedâ because they are illogical to play if our agent is rational
Repeated Games
The normal form games we have explored above are one shot games
One Shot Games: The interaction happens just once
In reality, many games are likely to be repeated games
Repeated Games: The interaction happens many times or periodically
There are two types of repeated games:Â Â
Finitely repeated games Â
Infinitely repeated games
Infinitely Repeated Games
Two strategies:
Grim trigger: I will first cooperate. But as soon as you defect, I will defect for the remainder of the iterated game
Tit for tat: I will first cooperate, then I will subsequently replicate your previous action. If you previously were cooperative, I am cooperative. If not, I am not
Tit-for-tat has been very successfully used as a strategy for the repeated prisoner's dilemma
Entry Deterrence
Two firms: Potential entrant (player 1) and Incumbent (player 2)Â
The entrant has two choices: Enter or Stay out (of the industry)Â
If entrant stays out, incumbent gets a large profit and entrant gets zero
If the entrant decides to enter, then incumbent must choose whether to accommodate the entrant or enter into a price war
If incumbent starts a price war, then both firms suffer
If incumbent accommodates the entrant, then they both obtain modest profits
Behavioural Games
People are not always self-interested. For example, sometimes they may make decisions based on their social preferences
Inequality aversionÂ
Kindness reciprocityÂ
Guilt aversion
âŚ
People may not always best respond to each other. They may use other reasonings