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Low Interest Rates and Government Debt

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(1)

John H. Cochrane

Hoover Institution, Stanford University https://www.johnhcochrane.com

Low Interest Rates and

Government Debt

(2)

Why are rates so low? When and how will it end?

Steady trend since 1980

Savings gluts, fx reserves, central banks QE, zero bound, liquidity demands, etc. icing. Cake?

10 year treasury

Core CPI

(3)

Econ 101 basics

Real rate = impatience + (1-2) x growth = marg. product capital

More patience (saving demand) lowers r given g, or raises g given r. Less g lowers r.

Less capital intensive (services)? Fewer ideas (end of growth)? More tax and regulation?

r = δ + γg = θf′ (k)

Growth in real potential GDP 4.5%

<2%

3%

(4)

What happened in 1980?

Average return = risk free rate + beta x premium

1970s: inflation rises in recessions, bond prices fall. Positive beta.

1980-now: Inflation falls in recessions, gov’t bond prices rise, private bonds fall, dollar rises, “flight to safety.” Gov’t bonds are a negative beta security, pay less than Rf!

“Anchored” inflation expectations. But why? Good speeches? How long?

E(R

i

) = R

f

+ β

i

λ

10 year treasury

Core CPI

(5)

Government bonds special?

A bit of icing on the cake? But not the main story.

AAA Mortgage

Treasury

(6)

Euro, Japan rates (real to) are even lower (and lower growth).

Euro Dollar

10 year government bonds

Dollar special?

(7)

Low r and government finances

d

dt (B

Y ) = (r − g) B

Y − s Y

Debt/GDP ratio grows at (interest-growth) less surplus/GDP ratio.

What about r<g?

1. Government can run steady primary deficits s<0 forever, and keep B/Y constant.

A form of ``seignorage.’’

2. Government can run a big one-time fiscal expansion, then grow out with zero primary surplus afterwards.

(Note:

1. As long as low r is scaleable. At some point more B means higher r.

2. Zero primary surpluses, not endless deficits. Still pay taxes!)

My view: Brilliant. (Read Blanchard AEA!) But irrelevant to US, EU fiscal situation and current policy questions.

(8)

d

dt (B

Y ) = (r − g) BY − sY = 0?

100% B/Y, 1% r-g pays for -1% s/Y not -5% - 10% s/Y.

And this is before any big fiscal expansion, and excludes 20% of GDP in each crisis (there will be more).

US fiscal issue is European entitlements with American taxes.

-5 -10

Run steady deficits forever?

https://www.cbo.gov/publication/56516

(9)

d

dt (B

Y ) = (r − g) BY − 0

This is before a “one time” fiscal expansion or the next (inevitable) crisis (arrow, ?).

r<g does not justify endlessly growing debt/GDP.

r<g and s=0 takes a long time to grow out of debt.

Year s

0 10 25 50 100 110 138 B/Y 200 181 156 121 74 50 B/Y 150 135 116 91 55 50

Debt/GDP with surplus=0, r-g=-1%

“One time” fiscal expansion?

?

Want to bring debt down faster? Run surpluses!

r-g> or< 0 not special. r-g=-0.01%? Grow out in 1,000 years. Or repay with surplus.

(10)

The danger

How/when does r change?

1. More g with higher r? Not so bad even if r>g.

2. Inflation, lose negative beta. Happens fast and with economic problems.

3. Doom loop/sovereign crisis. (More r less g) 1. 200% debt/GDP.

2. Markets worry. R rises to 5%.

3. r= 5% = 10% of GDP debt service.

4. Markets worry more. R rises to 10%…

5. Either sharp inflation or default.

4. Default? Can happen!

1. Pandemic/war/crisis. Need $5 trillion (20% GDP) stat. + $10 trillion roll over 2. Rollover /borrowing trouble (5% rate).

3. Continued political chaos.

4. Pay China, “the rich” “Wall Street” ahead of needy Americans?

5. Default. Really haircut, rescheduling, forced conversion to low rate long debt.

6. Financial and economic catastrophe. Default and inflation.

7. NB move to long term financing would help immensely.

5. More g! Need not come with higher r. Faster innovation/productivity led growth is the best hope.

6. Spend as if you have to pay it back. You do.

7. Why is r low? Good question. Beware trends without economic foundation. “Stocks are at a permanently higher plateau.” - Irving Fisher, 1929.

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