UNIVERSITY OF CALIFORNIA Economics 134 DEPARTMENT OF ECONOMICS Spring 2018 Professor David Romer LECTURE 8

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UNIVERSITY OF CALIFORNIA Economics 134 DEPARTMENT OF ECONOMICS Spring 2018 Professor David Romer LECTURE 8 REVIEW OF OPEN-ECONOMY IS-MP AND THE AD-IA FRAMEWORK FEBRUARY 12, 2018 I. OVERVIEW II. OPEN-ECONOMY IS-MP WITH FLEXIBLE EXCHANGE RATES A. Preliminaries B. Another piece of planned expenditures: net exports (NX) 1. What determines NX? 2. Key relationship between NX and net capital outflows (CF) 3. What determines CF? C. How does including international factors change IS-MP? D. Example: An expansionary change in the monetary policy rule III. AGGREGATE DEMAND (AD) A. Working toward a model of inflation and output determination B. Deriving the AD curve from the IS-MP framework C. What shifts the AD curve? IV. INFLATION ADJUSTMENT (IA) A. Behavior of inflation B. IA curve C. Short-run equilibrium D. Transition to long-run equilibrium V. APPLICATION: RECENT CHANGES IN U.S. FISCAL POLICY A. Background: Recent fiscal developments B. Effect in IS-MP framework C. Effect in the AD-IA framework D. Return to long-run equilibrium E. Where do we end up? F. Discussion

Economics 134 Spring 2018 David Romer LECTURE 8 Review of Open Economy IS-MP and the AD-IA Framework February 12, 2018

Announcements An answer sheet to Problem Set 1 has been posted on the course website. You should study it carefully. The start of lecture on Wednesday will be set aside for you to fill out an Early Feedback form. I would like each of you to set a goal of speaking in lecture at least once this semester.

Economics 134 Spring 2018 David Romer LECTURE 7 Monetary Factors in the Great Depression (concluded)

0. EXPECTED INFLATION IN THE IS-LM MODEL (REVISITED)

Real versus Nominal Interest Rates i r + π e i is the nominal rate r is the real rate π e is expected inflation r i - π e

How Expected Inflation Affects the IS-LM Diagram As we have discussed, we can use the money market diagram to find the nominal interest rate that causes money demand and money supply to be equal for a given Y. r i - π e. So, the real interest rate that causes money demand and money supply to be equal for a given Y is the nominal rate that we find using the money market diagram minus expected inflation.

r Expected Inflation in IS-LM LM (in terms of i and Y) LM 0 π e r 0 Y 0 IS 0 We subtract off π e from each point on the LM curve in terms of i and Y to get the LM curve in terms of r and Y. Y

Fall in Expected Inflation in IS-LM r LM 1 (π 1 e ) LM 0 (π 0 e ) r 1 r 0 π 0 e - π 1 e π 1 e < π 0 e IS 0 Y 1 Y 0 LM curve shifts up by the fall in π e. Y

Effect of a Fall in Expected Inflation in IS-LM A fall in π e shifts the LM curve (in terms of r and Y) up. The LM curve shifts up by the fall in π e (π 0 e π 1 e ). r rises and Y falls.

What happens to i when there is a fall in expected inflation? i r + π e r rises, which tends to increase i. π e falls, which tends to decrease i. r rises by less than π e falls, so i falls. A fall in expected inflation (to expected deflation) can help explain why real rates rose and nominal rates fell in the early 1930s.

The Impact of a Fall in Expected Inflation on i r LM 1 (π 1 e ) LM 0 (π 0 e ) r 1 r 0 - r 1 r 0 π 0 e - π 1 e π 1 e < π 0 e IS 0 Y 1 Y 0 The rise in r (the distance from r 0 to r 1 ) is less than the fall in π e (the distance from LM 0 to LM 1 ). Y

Source: Stephen Cecchetti, American Economic Review, March 1992. There was a large fall in expected inflation in 1930 and 1931.

Narrative Evidence from Business Week Expected deflation after mid-1930. Monetary developments and Fed policy were a key source of expectations of deflation. Our idle gold hoard piles up without increasing the means of payment by credit expansion because of paralysis of banking policy, thus prolonging price deflation (4/29/31, cover).

00. OCTOBER 1931

October 1931 One of Friedman and Schwartz s crucial episodes. Britain went off the gold standard in September 1931. Federal Reserve raised the discount rate 200 basis points to stem gold outflow. Pretty clearly another contractionary monetary shock.

Discount Rate Source: Friedman and Schwartz, A Monetary History of the United States, 1963

Effect of the rise in the discount rate (and fall in high-powered money) in October 1931 r LM 1 LM 0 r 1 r 0 IS 0 Y 1 Y 0 Y

Economics 134 Spring 2018 David Romer LECTURE 8 Review of Open Economy IS-MP and the AD-IA Framework

I. OVERVIEW OF WHERE WE ARE HEADED

IS-LM Useful for the Great Depression Key story of the Depression is a collapse in aggregate demand. IS-LM useful for understanding the sources of the decline in demand. International factors present, but not essential. Likewise, inflation adjustment present, but swamped by the collapse in demand.

Need a Richer Model for the Postwar Era Useful to incorporate international trade and flexible exchange rates. Need a framework that includes inflation adjustment.

II. OPEN-ECONOMY IS-MP WITH FLEXIBLE EXCHANGE RATES

Preliminaries Working with IS-MP because we are focusing on the postwar period. Fed has been conducting policy in terms of the interest rate for most of this period, so MP is appropriate. Only doing the case of flexible exchange rates.

Real Exchange Rate (ε) Number of units of foreign goods we can obtain by buying 1 less unit of domestic goods. For ε between the dollar and some foreign currency, a rise in ε is a real appreciation of the dollar. Note: We can write ε as ep/p*, where e is the number of units of foreign currency we can get with 1 unit of domestic currency (so e is the nominal exchange rate), P is the price of domestic goods in terms of domestic currency, and P* is the price of foreign goods in terms of foreign currency. However, we will generally work directly with ε.)

Planned Expenditures E = C(Y-T) + I(r) + G + NX NX (Net Exports) is Exports - Imports Proximate determinant of net exports is the real exchange rate: NX = NX(ε) Relationship is negative: A rise in ε lowers NX.

Key Relationship between NX and CF Quantity of dollars supplied in foreign currency market must equal the quantity demanded Supply of Dollars: Imports (M) + Capital Outflows (CO) Demand for Dollars: Exports (X) + Capital Inflows (CI) M + CO = X + CI CO CI = X M Net Capital Outflow (CF) = Net Exports (NX)

What Determines CF? The real interest rate in U.S. CF = CF(r) Relationship is negative. A higher r in U.S. reduces CF.

A Helpful Substitution E = C(Y-T) + I(r) + G + NX(ε) Since CF(r) = NX(ε), we can write instead: E= C(Y-T) + I(r) + G + CF(r) Now two pieces of planned expenditures depend negatively on r.

A Rise in the Interest Rate in the Closed Economy Keynesian Cross E E = Y E = C(Y T) + I(r 0 ) + G r 1 >r 0 Y 0 Y

A Rise in the Interest Rate in the Open Economy Keynesian Cross E E = Y E = C(Y T) + I(r 0 ) + G + CF(r 0 ) r 1 >r 0 Y 0 Y

Closed-Economy vs. Open-Economy IS r MP IS Closed Y

Expansionary Change in MP Rule in an Open Economy r MP 0 r 0 IS Open IS Closed Y 0 Y

What happens to the real exchange rate in response to the shift in MP?

III. AGGREGATE DEMAND

π Where we are headed: AD-IA π 0 IA AD Y 0 Y

Impact of Inflation in IS-MP No impact on IS curve MP curve shows Fed s policy rule for the real interest rate. r = r(y, π), where π is inflation. Since we draw r = r(y), a change in π shifts the MP curve.

π is a shift variable for the MP Curve in (Y,r) space π 1 > π 0 r MP 0 (π 0 ) Y

Derivation of the Aggregate Demand (AD) Curve r MP 0 (π 0 ) π Y 0 IS 0 Y π 0 Y 0 Y

What Shifts the AD Curve?

IV. INFLATION ADJUSTMENT

Key Assumptions about Inflation Behavior At a point in time, inflation is given. When Y > Y, inflation gradually rises. When Y < Y, inflation gradually falls. When Y = Y, inflation is constant. Note: Y is normal or potential output the level of output that prevails when prices are fully flexible.

Inflation fell less in the Great Recession and the (subsequent period of continued high unemployment) than in previous recessions.

Two Important Points Inflation does not respond immediately to deviations of output from potential. We are talking about inflation, not prices. Output below potential causes the rate of inflation to fall from one positive number to a smaller positive number.

π Inflation Adjustment Curve (IA) π 0 IA Y

Short-Run Equilibrium π π 0 IA 0 AD 0 Y 0 Y

AD/IA Intersect below Y π π 0 IA 0 AD 0 Y 0 Y Y

AD/IA Intersect above Y π π 0 IA 0 Y Y 0 AD 0 Y

AD/IA Intersect at Y π π 0 IA 0 AD 0 Y 0 Y Y

r Long-Run Equilibrium r MP r LR π Y IS Y π LR IA Y AD Y

V. APPLICATION: RECENT CHANGES IN U.S. FISCAL POLICY

Recent U.S. Fiscal Developments Since last June, the projected deficit for fiscal year 2019 has risen from $700 billion (3% of GDP) to $1.2 trillion (6% of GDP). The change is entirely the result of changes in policy, not in the health of the economy: roughly $300 billion from the tax bill, and roughly $200 billion from the budget agreement. Most observers think that output is currently very close to potential (Y Y ).

A Decrease in T and an Increase in G r MP 0 r 0 π Y IS 0 Y π 0 IA 0 Y AD 0 Y

Impact of a Decrease in T and an Increase in G

What Happens to the Real Exchange Rate (ε)?

What Other Disadvantages Might There Be to the Fiscal Developments?

What Advantages Might There Be to the Fiscal Developments?