javier lozano 1 advanced applied macroeconomics introduction javier lozano universitat de les illes...
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1Javier LozanoJavier Lozano
Advanced Applied MacroeconomicsAdvanced Applied Macroeconomics
IntroductionIntroduction
Javier Lozano
Universitat de les Illes Balears
Master and PhD programs in Tourism and Environmental Economics
University of the Balearic Islands
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What is macroeconomics about?
• National income (economic growth)
• Price level (inflation)
• Unemployment
• Exchange rates
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What is this course about?• Introduction (Javier Lozano, 4h)
– Basic macroeconomic tools and concepts
• Topics on unemployment, and macroeconomic policy (Javier Andrés, 12h)
• Topics on international macroeconomics (Javier Lozano, 12h)– Determination of the exchange rate– Exchange rate regimes– Balance of payment crisis
Combination of macro theory, data analysis and readings.
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What is the introduction about?
• Basic model of income determination– IS-LM AD-AS
• Useful for analyzing:– Economic fluctuations (business cycles)– Effects of macroeconomic policies on national
income
• It will help us to answer questions 1, 2, 3, 4, 8, 10, 13, 14 of questionnaire
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Warning!
War
ning
!
Warning!
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Warning!
• A model is always false because:– It is a simplification of reality; therefore, it
always makes “false” assumptions– It is useful for explaining certain kind of
economic phenomena but not useful for explaining other kind of economic phenomena
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Warning!
This is “false”:Wrog size, wrong number of dimensions, wrong colors…
This is not useful for:Knowing where this night’s “fogerons” are located, knowing what people do during leisure time, knowing the race composition of population…
It is useful for knowing how to go from one place to another.
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Basic concepts
• Aggregate demand and aggregate supply• Short run and long run in macroeconomics• Aggregate supply (AS): total amount of final goods
and services produced in an economy during a given period of time (=Gross Domestic Product, GDP=national income, Y)
• Aggregate demand (AD): total demand of final goods and services produced in an economy during a given period of time (also called aggregated expenditure)
AD=C+I+G+X-IM
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Basic concepts
• Short run and long run in macroeconomics
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Basic concepts
0.00E+00
1.00E+14
2.00E+14
3.00E+14
4.00E+14
5.00E+14
6.00E+14
7.00E+14
8.00E+14
-2.0
0.0
2.0
4.0
6.0
8.0
10.0
12.0
14.0
income level
growth rate
Source: WDI
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Basic concepts
Short run macro (Keynesian macro)
Long run macro (classical macro)
Main assumption
Sticky prices (nominal wages and/or g&s prices)
Flexible prices
Main implication
AD shocks and AD policies affect real variables (real income, unemployment)
National income is demand and supply driven
AD shocks and AD policies do not have effect on real variables
National income is only supply driven: amount of production factors; technology; long run factors that affect how much of the factors we use
Kind of explained phenomena
Cycles (recessions, expansions); cyclical unemployment
Long run economic growth; long run unemployment
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• Output is determined by the interaction between supply and demand. Specifically, when there is a shift in demand, firms will react changing the output or the prices (or a combination of both)
• Let us now assume that firms are willing to produce as much g&s as are demanded for a given price (this is reasonable for the short run in a situation where production is below full capacity)
• In this case, changes in aggregate demand will imply changes in aggregate output and no change in the price level: aggregate demand determines national income
• The IS-LM model helps us to know the determinants of AD and, under the previous assumption about the behavior of suppliers, of national income
• The IS-LM model with fixed price level says that national income is determined by two equilibrium conditions:– Equilibrium in the g&s markets (IS)– Equilibrium in the money market (LM)
Model of national income determination: IS-LM with fixed prices
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Model of national income determination: IS-LM with fixed prices
• Equilibrium in the g&s markets (IS)
AS=AD
Y=AD=C+I+G+NX
C=C0+cYd=C0+c(1-t)Y
I=I0-br
G, NX exogenous
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Model of national income determination: IS-LM with fixed prices
• Equilibrium in the money market• Money (theoretical)= assets that can be
used as medium of exchange and store of valueMoney (empirical)= coins, bank notes in the hands of individuals and non-financial firms; certain bank deposits that can be used as medium of exchange or converted very quickly (and cheaply) in medium of exchange
• Nominal money supply: Ms
• Real money supply: Ms/P
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Model of national income determination: IS-LM with fixed prices
• Equilibrium in the money market (cont.)
• Advantadge of holding money: liquidity
• Disadvantadge of holding money: opportunity cost (interest rate)
• Money demand (=liquidity preference)
Md=PL(amount of transactions, opportunity cost)
Md=PL(Y,r)
Md/P=L(Y,r)
• Equilibrium: Ms/P=Md/P=L(Y,r)
0,0
r
LY
L
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Model of national income determination: IS-LM with fixed prices
Y
r
IS (C0, I0,G, NX)
LM (Ms/P)
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What are we going to learn today?
• How to use the IS-LM model• Macroeconomic stabilization policies• How to derive the AD function• How to derive the AS function• An illustration of the importance of
expectations in macroeconomics• How to use the AD-AS model• The analysis of a real case (The
Economist’s article)
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• How to use the IS-LM model?– Let us first define a long term equilibrium level
of income ( ). It is determined by:• Production capacity (amount of physical capital, human capital,
labour force, technology)
• Long term determinants of capacity utilization. (More on this with Javier Andrés)
– Since we deal with the short run, we will consider that is constant
Model of national income determination: IS-LM with fixed prices
Y
Y
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• How to use the IS-LM model? (cont.)– The economy experiences shocks that shift the IS
and/or the LM curves. Due to these shocks, national income departures temporally from the long run equilibrium giving place to business cycles. An important variable in business cycles analysis is the output gap:
– Typical shocks:• Changes in consumers confidence (C0 changes)• Changes in firms confidence (I0 changes)• Changes in exports (NX changes)• Changes in public expenditure• Changes in taxes• Changes in money supply
Model of national income determination: IS-LM with fixed prices
YY gapoutput
Private sector’s shocks
Public sector’s shocks
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• How to use the IS-LM model? (cont.)
– There are reasons to believe that these short run economic fluctuations are not “good”:
• Fall in aggregate demand (recession)increase in unemployment
• Too fast growth of aggregate demand inflation
– Therefore, there is a case for countercyclical policies:
• Fiscal policy
• Monetary policy
Model of national income determination: IS-LM with fixed prices
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• How to use the IS-LM model? (cont.)– Countercyclical fiscal policy
• Recession (or slow economic growth): reduce taxes and/or increase public expenditure
• Too fast expansions: increase taxes and/or reduce public expenditure
Public budget balance• PBB=tax revenues-public transfers-public purchases of g&s
• PBB>0public surplus• PBB<0 public deficit• Recession: increase public deficit (reduce public surplus)• Too fast expansion: reduce public deficit (increase public
surplus)
Model of national income determination: IS-LM with fixed prices
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• How to use the IS-LM model? (cont.)– Countercyclical monetary policy
• Monetary policy has some technical complications that we will skip for the moment
• In essence, we can consider that the Central Bank may want to control either the nominal money supply (Ms) or the interest rate (in both cases the control is not perfect in reality)
• In the IS-LM framework to control the interest rate implies to set Ms in a level such that the interest rate has a given target value.
• Countercyclical monetary policy implies:– Increase MS (reduce rt) during recessions or low econ. Growth– Reduce MS (increase rt) during too fast expansion
Model of national income determination: IS-LM with fixed prices
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Model of national income determination: from IS-LM to AD
Y
r
IS
LM (Ms/P1)
Y
P
P1 AD
P2
LM (Ms/P2)
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• Up to now we have assumed that firms are willing to produce as much g&s as are demanded for a given price, that is, we have assumed a flat AS curve:
• Let us now be a bit more sophisticated about AS behaviour
Model of national income determination: the aggregate supply
Y
P
AS
AD
Y
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Model of national income determination: the aggregate supply
• A very common formulation for AS (see for instance Mankiw) is: )( es PPYY
Y
PAS (short
run)
AD
Y
AS (long run)
P>Pe
P<Pe
P=Pe
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Model of national income determination: the aggregate supply
• What this AS expression tell us about the behaviour of aggregate output?– If the price level increases, aggregate output will
increase– But, in fact, aggregate output will expand only if the
price increase is unexpected. An expected increase in the price level has no effect on aggregate output
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Model of national income determination: the aggregate supply
• Different models help to justify the previous AS formulation. We will focus just on one: a model of sticky nominal wages (for other possible explanations, see Mankiw and/or Blanchard)
• To understand the AS we need to explain two things:– Why does aggregate supply change when the price
level changes?– Why does aggregate supply change only when the price
change is unexpected?
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Model of national income determination: the aggregate supply
• Why does aggregate supply changes when the price level changes? The reasoning is the following:
– Nominal wages are sticky (they change slowly)– For a given nominal wage, an increase in the price
level reduces the real wage and therefore stimulates firms to hire more workers
– The increase in employment implies an increase in production
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Model of national income determination: the aggregate supply
• Why does aggregate supply changes only when the price increase is unexpected? The reasoning is the following:– When wage bargainers, that is firms and workers
(unions), negotiate the nominal wages (W), in fact they are worried about the real wage (w=W/P). For instance, unions will want a nominal wage that guarantees a given desired real wage given their expectations about the future price level.
– To simplify things, let us assume that the effective nominal wage is decided by the unions. Therefore, the nominal wage is:
W=desired real wagexPe
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Model of national income determination: the aggregate supply
• Why does aggregate supply changes only when the price increase is unexpected? (cont.)
– But the effective real wage (the one that determines the amount of employment and aggregate output) will depend not on Pe but on the effective price level, that is:
effective real wage=W/P=desired real wagexPe/P– This last expression shows that if the price level goes up
unexpectedly, this will reduce real wages and will boost employment and output. But if it were forecasted properly, nominal wages would have increase accordingly to keep the real wage at the desired level. In this case the price increase does not have effect neither on the real wage nor on employment and output.
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Model of national income determination: AD and AS
Y
P AS (short run)
AD
Y
AS (long run)
An unexpected shift of AD…
…increases prices (inflation) and output
(income growth) in the short run…
…but eventually the nominal wage increases to
compensate for higher prices…
…so the only long run effect is an
increase in prices
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Source: US Federal Reserve
http://www.federalreserve.gov/releases/G17/Current/ipg1.
gif
Model of national income determination: IS-LM with fixed prices
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0123456789
10US unemployment rate (in %)
Source: IMF
Model of national income determination: IS-LM with fixed prices
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Y
r
IS (C0, I0,G, NX)
LM (Ms/P)
IS (C0, I0,G, NX)
LM (Ms/P)
Model of national income determination: IS-LM with fixed prices
rt
When the CB wants to control the interest rate, if there is a shock…
The CB changes Ms to keep the interest rate at its targeted value
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• One complication of monetary policy is that the Central Bank can only control the (short term) nominal interest rate, whereas aggregate demand (and therefore economic activity) depends on the (long term) real interest rate.
• The difference between nominal and real interest rate is expected inflation:
i=nominal interest rate
r=real interest rate
e=expected inflation
• For the CB it is not easy to control expected inflation
Model of national income determination: IS-LM with fixed prices
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