How does arbitrage work with depositary receipts, and what keeps ADR prices aligned with the underlying shares?
I understand that ADRs represent foreign shares traded on US exchanges, but how does the arbitrage mechanism actually function? If an ADR trades at a premium to the underlying shares, what happens step by step? What frictions might prevent perfect price alignment?
Depositary receipts (DRs) — such as American Depositary Receipts (ADRs) — represent shares of a foreign company held by a depositary bank. Arbitrage ensures the ADR price stays close to the price of the underlying foreign shares, adjusted for the exchange rate and the DR ratio.
The Arbitrage Mechanism:
Suppose Matsuyama Electronics trades on the Tokyo Stock Exchange at JPY 5,000 per share, and its ADR trades on the NYSE with a 1:2 ratio (1 ADR = 2 Japanese shares). The USD/JPY rate is 150.
- Fair value of 1 ADR = 2 x JPY 5,000 / 150 = $66.67
Scenario A — ADR trades at a premium ($70):
- Arbitrageur buys 2 shares in Tokyo for JPY 10,000 ($66.67)
- Deposits shares with the depositary bank
- Depositary bank issues 1 new ADR
- Sell the ADR on NYSE for $70
- Profit = $70 - $66.67 = $3.33 (before costs)
This selling pressure pushes the ADR price down toward fair value.
Scenario B — ADR trades at a discount ($63):
- Buy 1 ADR on NYSE for $63
- Surrender ADR to depositary bank for 2 underlying shares
- Sell 2 shares in Tokyo for JPY 10,000 ($66.67)
- Profit = $66.67 - $63 = $3.67 (before costs)
Frictions That Prevent Perfect Alignment:
- Time zone gaps: Tokyo and NYSE don't overlap, creating windows where arbitrage cannot execute simultaneously
- Transaction costs: Depositary fees, brokerage, FX conversion costs
- Capital controls: Some countries restrict foreign ownership or currency conversion
- Tax withholding: Different dividend tax treaties affect total return
- Settlement timing: Different markets have different settlement cycles (T+1 vs T+2)
Exam Relevance: CFA questions may present a DR price, underlying price, and exchange rate and ask you to calculate the premium/discount and describe the arbitrage trade.
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