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Capital Controls and Interest Rate Parity Evidences from China, 1999-2004 LIU Li-Gang & Ichiro Otani

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Page 1: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Capital Controls and Interest Rate Parity

Evidences from China, 1999-2004

LIU Li-Gang&

Ichiro Otani

Page 2: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Recent Discussions on Capital Controls

• During and after the Asian Financial Crises• Example. Malaysia• Impossible Trinity

--Fixed exchange rate--Free capital mobility--Independent monetary policy

Page 3: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Previous Empirical Studies on China’ Capital Controls

• Mostly legalistic interpretation of rules and regulations w.r.t. effectiveness and market integration.

• Quantitative studies—just a few.(1) Cheung, Chinn and Fujii (2003)(2) Ma, Ho, and McCauley (2004)

Page 4: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Interest Rate Parity Theory

• Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility quantitatively.

• Strictly speaking, the covered interest rate parity condition does not hold in the real world.

Page 5: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Deviations from Covered Interest Rate Parity

[ kti -

*kti - ( tktt sf −+, )] = [( k

ti - *kti ) - e

kts +∆ ] + ( ekts + - ft,t+k)

Page 6: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Components of Deviations from the Parity Condition

• Deviations represent the cost of transactions

• Total, TC,• Of which:

--TCr,Arbitrate risks and exchange risks--TCp, Pure transaction costs

Page 7: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Comparisons of Market Places

• Hong Kong: known to be one of the most open markets.--TC,hk = TCp, hk

• Onshore market in China.--TC,on = TCp,on +TCr,on.

• Cross-border market in China.--TC,cb = TCp,cb + TCr,cb.

• Approximation, TCp,hk = TCp,on = TCp,cb

Page 8: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Chart 1: Deviations from Parity,Q4 1999-Q4 2004

Chart 1: Deviations from Interest Rate Parity, Q4 1999 - Q4 2004

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Page 9: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Deviations from Parity

• Negligible deviations for Hong Kong.Free capital mobility.

• Negative deviations for China’s cross-border in early 1999. Controls to discourage outflows from China.

• Positive deviations for China since 2000: Controls to discourage inflows into China.

Page 10: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Chart 1a: Cost of Transactions,Absolute Values of Deviations

Chart 1a: Cost of Transactions, Q4 1999 - Q4 2004

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Hong Kong Onshore Cross-Border

Page 11: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Cost of Transactions• Hong Kong:

Very small: 0.013% at quarterly rate, mainly fees and charges.

• China:Dominated by market pressures.Cross-border TC > Onshore TCAdditional cost for cross-border transactions, driving a wedge between RMB interest rate for onshore and for cross-border transactions.

Page 12: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Chart 1b: Cost Differentials btw Cross-Border and Onshore,

Q4 1999 – Q4 2004

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Series1

Page 13: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Table 3: Cost of Capital Controls and E&O, 2000-04

Table 3: Cost of Capital Controls and E&O, 1H 2000 - 2H 2004

TC of Capital E&O as % ofControls, in % Trade

1H 2000 0.25 1.802H 2000 0.20 3.201H 2001 0.25 3.602H 2001 0.11 1.871H 2002 0.18 2.002H 2002 0.19 0.731H 2003 0.11 1.282H 2003 0.12 3.961H 2004 0.12 1.432H 2004 1/ 0.07 4.43

Sources; SAFE, PRC and The authors' calculation

1/ Eatimates

Page 14: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Some Observations

• Transaction costs affected by capital controls on a declining trend.

• Apparent negative correlation between the intensity of capital controls and the degree of illegal capital movements

Page 15: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Chart 2: E&O vs Cost of Capital Controls, 1H 2000 – 2H 2004

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Cost or Capital Controls

E&O

as

% tr

ade

Series1Linear (Series1)

Page 16: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Assessing Money Market Integration: Uncovered Interest

Rate Differentials

)()]([)( ,,** e

ktktttkttkt

kt

ekt

kt

kt sfsfiisii ++++ −+−−−=∆−−

Page 17: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Properties

• A) Are uncovered interest differentials mean reverting?

• B) Are the differentials predictable?

• C) Are absolute differentials shrinking?

Page 18: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

A: Are uncovered Interest Differentials mean reverting?

• Unit root test:• Dicky-Fuller test: Phillips-Perron Test

t-statistics: t-statistics:DUIP (12): -0.6 DUIP(12): -1.85DUIP (24): -0.75 DUIP(24): -1.28DUIP (48): -0.22 DUIP(48): -1.1

Page 19: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

B: Are the differentials predictable?

• Predictability regression results:• AR(1): -0.12 (-4.16)***• AR(3): -0.1 (-3.56)***• AR(5): 0.1 (3.56)***• AR(7): 0.006(0.07)• AR(9): -0.03(-1.3)• AR(11): -0.07 (-2.62)**

Page 20: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

C: Are the differentials shrinking?

• Dependent variable: Absolute value of Differentials:

Reg. (1) Reg. (2)Time trend: 0.00005(14.3)*** Year99 -.003(-6.43)***Year00 -.005 (-16.4)***Year01 -.01 (-33.5)***Year02 -.009(-32.3)***Year03 -.005(-16.1)*Adjusted R SQ: 0.13 0.54

Page 21: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Effectiveness of Capital Controlsin Recent Years: Summary

• Qualitatively speaking, changes in capital controls had desired impact on illegal capital movements (as represented by Es&Os).

• Quantitatively, the impact was not significant and seems to be waning over time.

• Capital controls drove a wedge btw onshore and offshore interest rates.

• Deviations from uncovered interest rate parity are not random and predictable, but arbitrages could not make onshore and offshore interest rates to converge.

• Some signs of shrinking differentials.

Page 22: Capital Controls and Interest Rate Parity · 2015-07-14 · Interest Rate Parity Theory • Jeff Frankel (1992): Theory provides a useful framework for analyzing capital mobility

Road Map for Further Integration of the Capital Market

• Increase RMB interest rate and exchange rate flexibility and deepening of markets for RMB assets and Forex.

• Reduce impediments of financial movements associated with:– current transactions,– long-term equity transactions, &– Short-term portfolio transactions.