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A pure exchange economy
Aim to describe an economy through simple concepts
We need three objects, a set of traders, preferences, and resources (each agent is given some endowment)
Generally we’ll use the simple framework of two agents and two goods
The Edgeworth Box
Consists of fitting the different indifference curves of the different agents into the same graph, from opposite origins, where the sizes of the edges represent the total resources in the economy
There are equilibrium trades where the indifference curves intersect
The contract curve
Is on the same Edgeworth box as the other utility curves, and is the set of all possible Pareto efficient allocations
The set of Pareto efficient allocations which improve upon the original endowment is called the core

Allocation in competitive markets
The main mechanism for allocation is price, meaning individuals simply maximise where their income is the value of their endowment (endowment is valued in monetary terms)
A competitive equilibrium occurs when there is an allocation that maximises each person’s utility at a set of prices (they are price-takers) and the market clears
On the Edgeworth box, the difference between the original equilibrium and the competitive equilibrium can be conceived of in terms of an agents excess supply and excess demand
What is the first fundamental theorem of welfare?
Competitive equilibrium allocations are Pareto Efficient
Requires some monotonicity of preferences as an assumption
This tells us that a competitive economy will end up at some point on the contract curve; a lump sum transfer is a way of transferring money to change the initial endowment and end up on a better place on the contract curve
What is the second fundamental welfare theorem?
For each allocation on the contract curve, there is a price that supports it as a competitive equilibrium
The results requires convexity of preferences and tells us what we can achieve with redistribution
Every point on the contract curve can be reached through decentralised trade
What are political implications of the welfare theorems?
Markets can produce good results
Perfectly competitive markets provide the benchmark
Government redistribution can help ease ethical concern within the market
The second theorem and lump sum transfers
The second theorem assumes we can do lump sum (costless and immediate) transfers (presumably done by the government through taxation)
Situations in which markets are inefficient
Market power: there are agents big enough to be price-makers rather than price-takers
Externalities, where one individuals welfare depends on the consumption of others
If information is incomplete, trading might be obstacled leading to inefficiency
The pricing of public goods by private sectors doesn’t result in efficient allocation