General Equilibrium Flashcards

(51 cards)

1
Q

How are the dimensions of the Edgeworth box obtained?

A

By adding the initial endowment of both consumers where the width is x1 and the length is x2

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2
Q

is the initial endowment always on the budget line?

A

True

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3
Q

What is the tangency condition in he edgeworth box?

A

the MRS of both indifference curves must be equal

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4
Q

What should be done to make the finding of the general equilibrium easy?

A

Set the price of good 1 into 1

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5
Q

What is income?

A

The value of initial endowment

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6
Q

What is the demand function for a Cobb douglas utility function?

A

x1( p1, p2, m)

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7
Q

What is the demand function for a Perfect complement utility function?

A

x1 = m/(p1 + p2)

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8
Q

What is the demand function for a Perfect Substitutes utility function?

A

Whichever is the cheaper between the two:
x1 = m/p1 or x2 = m/p2

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9
Q

How can we say if something is a feasible allocation?

A

sum of consumption should be equal to supply persisting in the economy

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10
Q

Is any point in the edgeworth box a feasible allocation?

A

True

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11
Q

The set of points where the indifference curves of the two consumers meet

A

Pareto set or contract curve

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12
Q

How to find competitive equlibrium?

A

1.) Form demand functions based from utility functions, setting one price as the numeraire and budget equations to get income and express everything into a single price
2.) Add these demand and equate to total supply (total endowment)
3.) Solve for the price

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13
Q

Equilibrium conditions in a particular market

A

Partial equilibrium

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14
Q

Equilibrium conditions on several markets

A

General Equilibrium

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15
Q

Final allocation

A

Allocation after both parties traded

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16
Q

Allocation that improves the welfare of the other while nothing changing the other’s welfare

A

Pareto-improving allocation

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17
Q

Point in the edgeworth box where gains from trade are exhausted

A

Pareto efficient allocation

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18
Q

set of all pareto optimal points that are welfare improving for both relative tot their intital endowments

A

The core/Core allocation

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19
Q

Demand-endowment

A

net demands or excess demand

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20
Q

What is the relationship of price to trade?

A

prices determine how the market will clear achieving a Pareto optimal allocation

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21
Q

First theorem of welfare economics

A

Trading in competitive markets achieve a particular pareto efficient allocation

22
Q

What leads to disequilibrium

A

when there are arbitrary prices that don’t make demand and supply equal

23
Q

Equilibrium where consumers choose goods in prices that make demand equal supply

A

walrasian equilibrium

24
Q

formula for equilibrium

A

x1A + x1B = w1A + w1B

25
How is aggregate excess demand obtained
adding net demands of both consumers for the same good
26
What happens to aggregate excess demand at equilibrium
it is equal to 0
27
Any pareto-optimal allocation is achieved by trading in competitive markets
Second fundamental theorem
28
If all agents have convex preferences then each pareto efficient allocation is a market equilibrium point which gives the set of equilibriump rices
True
29
What is Partial Equilibrium analysis?
Analysis of a single market in isolation, holding other market conditions constant.
30
What is General Equilibrium analysis?
Analysis of how multiple markets interact simultaneously to determine prices and resource allocations throughout an economy.
31
What is the purpose of an Edgeworth Box?
To graphically represent an exchange economy with two consumers, two goods, and fixed total endowments, using indifference curves to show preferences.
32
What do the dimensions of the Edgeworth Box represent?
Width = total endowment of Good 1; Height = total endowment of Good 2.
33
In the Edgeworth Box, what does a point represent?
An allocation – a consumption bundle for Consumer A and another for Consumer B, specifying who gets how much of each good.
34
What is a Feasible Allocation?
An allocation where the total consumption of each good equals its total endowment in the economy.
35
What is an Endowment (ω)?
The initial bundle of goods each consumer possesses before any trade occurs.
36
What is a Pareto Efficient allocation?
An allocation where no one can be made better off without making someone else worse off. All mutually beneficial trades are exhausted.
37
What is a Pareto Improvement?
A reallocation of goods that makes at least one person better off without harming anyone else.
38
What is the Contract Curve?
The set of all Pareto-efficient allocations within the Edgeworth Box.
39
What is the Core of an economy?
The set of allocations that are both Pareto efficient and Pareto improvements over the initial endowment.
40
What is a Competitive (Walrasian) Market Equilibrium?
A set of prices (p₁, p₂) where: 1) Each consumer maximizes utility given prices & endowment, and 2) Markets clear (total demand = total endowment for each good).
41
What is Gross Demand?
The total quantity of a good a consumer wants to consume at given prices.
42
What is Net Demand (or Excess Demand)?
The difference between gross demand and initial endowment (e.g., e₁ᴬ = x₁ᴬ - ω₁ᴬ). It's the amount a consumer wants to buy (if positive) or sell (if negative).
43
What is Aggregate Excess Demand for a good?
The sum of all consumers' net demands for that good (e.g., z₁(p₁,p₂) = e₁ᴬ + e₁ᴮ).
44
What condition defines market equilibrium using excess demand?
Aggregate excess demand for every good must be zero (z₁ = 0 and z₂ = 0).
45
What does Walras' Law state?
For any set of prices, the sum of the value of aggregate excess demands across all markets is identically zero: p₁z₁ + p₂z₂ ≡ 0.
46
What is a key implication of Walras' Law?
If all but one market are in equilibrium (excess demand = 0), then the last market must also be in equilibrium.
47
What does the First Welfare Theorem state?
Every competitive market equilibrium is Pareto efficient. Under ideal conditions, markets exhaust all gains from trade.
48
What is the key implication of the First Welfare Theorem?
Markets are efficient; competitive prices convey all necessary information for an optimal outcome.
49
What does the Second Welfare Theorem state?
Any Pareto-efficient allocation can be achieved as a competitive market equilibrium after an appropriate redistribution of initial endowments.
50
What is a crucial implication of the Second Welfare Theorem?
Efficiency and equity can be separated. Society can aim for a fair distribution via lump-sum transfers, then let markets achieve efficiency without price distortions.
51
What are the key assumptions required for the Welfare Theorems to hold?
1) No externalities 2) Price-taking (competitive) behavior 3) Convex preferences 4) Continuous demand functions 5) Complete markets