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SR vs MR vs LR
SR - business cycles
MR - Revert to norm
These are dominated by shocks & policy
LR - K accumulates + tech change dominates
Very LR - tech change dominates even more
Neoclassical growth model (with tech progress)
Assume L augmenting tech progress - As tech improves it makes L more productive
Constant RtS
Diminishing returns to inputs (K / AN)
State of technology
A
Output per unit of effective L
Y / AN = F (1/AN * K , 1) → yAN = f(KAN)
Assume closed economy
Ignore G & T
Savings and MPC
S = 1 - MPC
I, S and Output
I = S = sY
I / AN = sY/AN
I / AN = syAN
iAN = sf(KAN)
Inflow of K per effective L (+∆kAN)
iAN = sf(KAN)
Output per effective L graph
K, AN increase over time
A, N growth exogenous - but consta
K growth endogenous
Effective L
AN
Growth rate of effective Labour
Investment needed to maintain a constant level of K per unit of effective worker
(δ + gN + gA) kAN
Every time period some tech wears out (at a constant rate)
Outflow of capital per effective worker (-∆kAN)
dAN = (δ + gN + gA) kAN
Dynamics of capital
Blue line = inflows & Green line = outflows
In equilibrium K/AN ratio constant → If not at equilibrium it will converge
Model shows us countries have different per capita incomes due to varying savings rates