WEEK 4 AND 5 - General Equilibrium Flashcards
What does a general equilibrium refer to?
A situation where markets clear simultaneously
- What goes on in 1 market, affects other markets
- Set of prices that clear all markets at same time
What will a perfectly competitive market general equilbrium be?
Will be pareto optimal
What is Pareto Optimality?
Where a given allocation of resources is not possible to make one person better off without making another
person worse off
What is Pareto Improvement?
Where a given allocation of resources it is possible to make one person made better off without making
another worse off
At a Pareto optimal allocation of resources, there are no Pareto improvements to be made
How do we start the model of a general equilbrium?
- Usually start with simplest case: Single market
- Pure exchange economy - 2 people (A and B) and 2 goods (1 and 2)
- Price (p): No of units of 1 people will swap for 2
- Goods are not produced but endowed (at a fixed rate) = ET1 and ET2 -> Total Endowments available
What is one of the important elements of the model?
Determine P1 = 1 and all other prices are swap ratios (Pg many units of good g swapped for 1 unit of good)
- One of the goods is a numerraire
What are the sums of individual endowment?
ET1 = EA1 + EB1 i.e A's apples + B's apples ET2 = EA2 + EB2 i.e B's banana's + A's banana's
When does the Market clear?
Clears when total demand equal to Total Endowments
(Demand = Supply)
Price clears these markets
How do you identify the market for good 1?
DA1 + DB1 = EA1 + EB1
How do you identify the market for Good 2?
DA2 + DB2 = EA2 + EB2
What does an Edgeworth Box illustrate?
Illustrates how resources are divided in economy
SEE GRAPH IN NOTES
How do we use an Edgeworth Box for final demand?
SEE GRAPH IN NOTES
What does an Edgeworth Box with Indifference curves and budget lines? (Consumer A and B)
SEE GRAPH IN NOTES
What is a Contract Curve?
Links every possible competitive outcome
- Links all pareto efficient points
SEE GRAPH IN NOTES
Why is every point on a Contract Curve pareto efficient?
Can improve B’s utility without making A worse off (before reaching D)
Any further than D (point of tangency) become pareto optimal