Monday, January 16, 2012

Eurodollar Futures Explained

Futures contracts

The Eurodollar futures contract refers to the financial futures contract based upon these deposits, traded at the Chicago Mercantile Exchange (CME). Eurodollar futures are a way for companies and banks to lock in an interest rate today, for money it intends to borrow or lend in the future.[7] Each CME Eurodollar futures contract has a notional or "face value" of $1,000,000, though the leverage used in futures allows one contract to be traded with a margin of about one thousand dollars.[8]
The minimum fluctuation in a Eurodollar contract is one-quarter of one basis point (0.0025% = $6.25 per contract) in the nearest expiring contract month, and one-half of one basis point (0.005% = $12.50 per contract) in all other contract months. [9] Trading in Eurodollar futures is extensive, and the market for them tends to be very liquid.
CME Eurodollar futures prices are determined by the market’s forecast of the 3-month USD LIBOR interest rate expected to prevail on the settlement date. The settlement price of a contract is defined to be 100.00 minus the official British Bankers Association fixing of 3-month LIBOR on the contract settlement date. For example, if 3-month LIBOR sets at 5.00% on the contract settlement date, the contract settles at a price of 95.00.[10]

How the Eurodollar futures contract works

For example, if on a particular day an investor buys a single three month contract at 95.00 (implied settlement LIBOR of 5.00%):
  • if at the close of business on that day, the contract price has risen to 95.01 (implying a LIBOR decrease to 4.99%), US$25 will be paid into the investor's margin account; or
  • if at the close of business on that day, the contract price has fallen to 94.99 (implying a LIBOR increase to 5.01%), US$25 will be deducted from the investor's margin account.
On the settlement date, the settlement price is determined by the actual LIBOR fixing for that day rather than a market-determined contract price.

Eurodollar futures contract as synthetic loan

A single Eurodollar future is similar to a forward rate agreement to borrow or lend US$1,000,000 for three months starting on the contract settlement date. Buying the contract is equivalent to lending money, and selling the contract short is equivalent to borrowing money.
Consider an investor who agreed to lend US$1,000,000 on a particular date for three months at 5.00% per annum (months are calculated on a 30/360 basis). Interest received in 3 months' time would be US$1,000,000 × 5.00% × 90 / 360 = US$12,500.
  • If the following day, the investor is able to lend money from the same start date at 5.01%, s/he would be able to earn US$1,000,000 × 5.01% × 90 / 360 = US$12,525 of interest. Since the investor only is earning US$12,500 of interest, s/he has lost US$25 as a result of interest rate moves.
  • On the other hand, if the following day, the investor is able to lend money from the same start date only at 4.99%, s/he would be able to earn only US$1,000,000 × 4.99% × 90 / 360 = US$12,475 of interest. Since the investor is in fact earning US$12,500 of interest, s/he has gained US$25 as a result of interest rate moves.
This demonstrates the similarity. However, the contract is also different from a loan in several important respects:
  • In an actual loan, the US$25 per basis point is earned or lost at the end of the three-month loan, not up front. That means that the profit or loss per 0.01% change in interest rate as of the start date of the loan (i.e., its present value) is less than US$25. Moreover, the present value change per 0.01% change in interest rate is higher in low interest rate environments and lower in high interest rate environments. This is to say that an actual loan has convexity. A Eurodollar future pays US$25 per 0.01% change in interest rate no matter what the interest rate environment, which means it does not have convexity. This is one reason that Eurodollar futures are not a perfect proxy for expected interest rates. This difference can be adjusted for by reference to the implied volatility of options on Eurodollar futures.
  • In an actual loan, the lender takes credit risk to a borrower. In Eurodollar futures, the principal of the loan is never disbursed, so the credit risk is only on the margin account balance. Moreover, even that risk is the risk of the clearinghouse, which is considerably lower than even unsecured single-A credit risk.

Other features of Eurodollar futures

40 quarterly expirations and 4 serial expirations are listed in the Eurodollar contract.[11] This means that on January 1, 2011, the exchange will list 40 quarterly expirations (March, June, September, December for 2011 through 2020), the exchange will also list another four serial (monthly) expirations (January, February, April, May 2011). This extends tradeable contracts over ten years, which provides an excellent picture of the shape of the yield curve. The front month contracts are among the most liquid futures contracts in the world, with liquidity decreasing for the further out contracts. Total open interest for all contracts is typically over 10 million.
The CME Eurodollar futures contract is used to hedge interest rate swaps. There is an arbitrage relationship between the interest rate swap market, the Forward Rate Agreement market and the Eurodollar contract. CME Eurodollar futures can be traded by implementing a spread strategy among multiple contracts to take advantage of movements in the forward curve for future pricing of interest rates.

Sweeps

In United States Banking, Eurodollars are a popular option for what are known as "sweeps". By law,[12] banks aren't allowed to pay interest on corporate checking accounts. To accommodate larger businesses, banks may automatically transfer, or sweep, funds from a corporation's checking account into an overnight investment option to effectively earn interest on those funds. Banks usually allow these funds to be swept either into money market mutual funds, or alternately they may be used for bank funding by transferring to an offshore branch of a bank.