Credibility Flashcards

1
Q

State the original command economy utility function

A

N [2c + (1-l )+ 4g]

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2
Q

State each households’ market economy utility function

A

2 c + ( 1-l ) + utility from public good

subject to: c = (1–τ) w l

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3
Q

What is the point of the Ramsay problem?

A

Optimizing taxation in a market economy

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4
Q

State the economy utility function for optimal taxation (Ramsay problem)

A

max N [2c + (1-l )+ 4g]

subject to: N * g = τ * N * w * l
and: w= 1

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5
Q

What is g, if tax ≤ 0.5 in a market economy ?

A

if tax ≤ 0.5 then l=1, c=1–τ

Since N [2c + (1-l )+ 4g]
g = tax

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6
Q

What is g, if tax > 0.5 in a market economy ?

A

if tax > 0.5 then l=0, c=0

Since N [2c + (1-l )+ 4g]
g = 0,5

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7
Q

How does rational expectations affect optimal taxation (Ramsay problem)?

A

Since the labor force considers what they expect, rather than what the government promises, the government’s promises are worthless. Therefore, the labor force moves first, and the short-run nash equilibrium is to defect and provide l=0.

(allocation allocation l = c = g = 0)

If they only listened to the government, the government could set taxes higher than they promised, which would be better for everyone.

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8
Q

Which are the three “Cures for temptation” (to exploit the short-run supply curve)

A
  • Repetition
  • Appoint an ignorant central banker
  • Appoint a heartless central banker
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9
Q

How can a household maximize its utility if taxation is ≤ 0.5 in a market economy?

A

l = 1 which gives c = 1 - τ

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10
Q

How can a household maximize its utility if taxation is > 0.5 in a market economy?

A

l = 0 which gives c = l = 0

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11
Q

What is the optimal solution to the Ramsey problem (for the population in total)?

A

τ =0.5 which gives l = 1 and c = 0.5 and g =0.5

…leading to a total of 3 utils

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12
Q

When can it be good to “deviate” in a repeated Ramsey problem, i.e. promise tax 0.5 and then set 1?

A

When the discount factor is such that the present value of future payoffs (high in year zero, low all following years) is higher than those of not deviating.

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13
Q

Why is it good to have a “heartless” central banker?

A

If he/she doesn’t care about employment at all, he/she won’t exploit the Phillip’s curve since it raises inflation

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13
Q

Why is it good to have a “heartless” central banker?

A

If he/she doesn’t care about employment at all, he/she won’t exploit the Phillip’s curve since it raises inflation

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14
Q

Why is it good to have an “ignorant” central banker?

A

If he/she doesn’t know about the Phillip’s curve he/she won’t be tempted to exploit it

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16
Q

Why is it good to have an “ignorant” central banker?

A

If he/she doesn’t know about the Phillip’s curve he/she won’t be tempted to exploit it

17
Q

State the formula for real tax revenue (in relation to the Laffer curve)

A

(M(t)–M(t+1)) / P(t) = (µ / (1+µ)) * Φ(Y,r+µ)

18
Q

What is the equilibrium in the Laffer model?

A

π = µ

19
Q

What is the short run government budget constraint in the money markets model?

A

g(0) – T(0) + (1+r)*B(0) – B = (M(0) – M(-1)) / p(0)

20
Q

What is the long run government budget constraint in the money markets model?

A

g – T + r * B = (µ / (1+µ)) * Φ(Y,r+µ)

21
Q

State the formula for the government’s gross-of-interest deficit

A

g – T + r * B

22
Q

What does the fiscal authority do?

A
  • Set g(0), g, T(0) and T

* Issue bonds that can either end up with the private sector (B) or held by the monetary authority

23
Q

What does the monetary authority do?

A

Conducts monetary policy by trading in bond and money markets (open market operations)

…and by printing money

24
Q

In “monetaristic arithmetic”, what is determined by the equilibrium?

A

p(0) and Φ(Y,r+µ)

25
Q

Open market operations can decrease M(0), but it is not certain that this decreases p(0). Why not?

A

Because p(0) are also dependent on Φ(Y,r+µ)