Lent - Lecture 11 - Classical Open Economy Flashcards
Define NX, net exports
real exports of domestic goods and services subtract the real value of imports of foreign goods and services
Are imports a part of C, I and G?
yes
What are the three main components of the current account? What’s the equation for the current account?
- net exports (NX)
- net income from overseas assets (NIA)
- net transfers (NT)
- CA = NX + NIA + NT
What is the counterpart to the current account?
net capital flows (NCF)
Define net capital flows, give an equation for net capital flows
- net capital flows are the changes in net wealth stock of domestic citizens/government, due to current account deficit/surplus
- = ∆ foreign ownership of domestic assets - ∆ domestic ownership of foreign assets
What is the international accounting identity which involves the current account and net capital flows?
CA + NCF = 0
What is the international accounting identity which involves the current accounts of all countries?
the current accounts of all countries sum to zero
Show that NX = S - I. What’s the easiest way to understand this?
- Y = C + I + G + NX
- (Y - C - G) - I = NX
- S - I = NX
- to understand:
- NX ≈ CA = -NCF
What is the major assumption for the classical open economy?
perfect capital mobility
Explain why, for a small open classical economy, r = r* , when r* is an exogenous world real interest rate
- domestic r below r* would lead to unmanageable capital outflows (NCF → −∞)
- domestic r above r* would lead to unmanageable capital inflows (NCF → ∞)
- will only have stable NCF if r = r*
State the value of NX for r* < r(autonomous) and for r* > r(autonomous)
- r* < r(autonomous) ⇒ NX < 0
- r* > r(autonomous) ⇒ NX > 0
Would be expect capital importers or capital exporters to have r* < r(autonomous)? Briefly show why
- capital importers
- r* < r(autonomous) ⇒ NX < 0
- NX < 0 ⇒ CA < 0
- CA < 0 ⇒ NCF > 0
- hence, capital importers
In a Classical (Solow) model, r(autonomous) = MPK. Suppose a Cobb-Douglas function, and a constant A in all countries, we would expect capital to flow from where L/K is highest. This means we expect the CA to be positive in rich counties (high K/L) and negative in poor countries (low K/L). What are the three explanations that Lucas gives for why this isn’t really seen in reality?
- human capital differences:
- rich country workers embody more ‘labour units’ than poor country workers; K/L is not so different between countries when L is measured this way
- technology differences:
- A varies from country to country
- capital market imperfections
- political risk, monopoly power ⇒ foreign investment curtailed
Explain what happens to NX as a result of an increase in G in this model
- higher G implies lower S by the amount ∆G
- investment remains constant, as r = r* (world real interest rate)
- instead, NX fall by ∆G
- (implies budget deficits go together with CA deficits) (twin deficits hypothesis)