Currency swap: Contract that commits two counterparties to exchange streams of interest payments in different currencies for an agreed period of time and to exchange principal amounts in different currencies at a pre-agreed exchange rate at maturity.
A currency swap has three stages:
An initial exchange of principal: the two counterparties exchange principal amounts at an agreed exchange rate. This can be a notional exchange since its purpose is to establish the principal amounts as a reference point for the calculation of interest payments and the re-exchange of the principal amounts.
Exchange of interest payments on agreed dates based on outstanding principal amounts and agreed fixed interest rates.
- Re-exchange of the principal amounts at a predetermined exchange rate so the parties end up with their original currencies.
- Again this may be done to hedge risk, to speculate on changes in exchange rates, or to attempt to lower the cost of borrowing by borrowing in the currency in which the most favourable interest rates are available and then swapping into the currency that the firm needs to carry out its business. Whether this will be cheaper will depend among other things on the bid—offer spread.
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A eurobond is a debt security handled internationally by syndicates, groups of bankers and/or brokers who underwrite and distribute new issues of securities or large blocks of outstanding issues. It is typically in bearer (non-registered form) and is issued outside the country of the currency in which it is denominated.
Borrowers and lenders are spread around the world, while the intermediaries are spread across Europe, with the majority of business being done from London. The market was founded in the early 1960s and has provided a competitive source of funding for borrowers who can tap discreet but important sources of finance. Japanese banks, pension funds and insurance companies have become important lenders in recent years and there are still plenty of wealthy individuals who prefer the anonymity offered by bearer securities. The eurobond market is the world’s second largest securities market after the US bond market in terms of trading volume and the third largest after the US and Japanese bond markets in terms of debt outstanding. Read the rest of this entry »
A major defence industry supplier, Death Mines plc, wishes to borrow £1 million for twelve years at a fixed interest rate to finance a new investment project. It could do so by issuing a straight eurobond but, as it is not well known in the market and does not have a high credit risk rating, would have to pay a coupon of 8 per cent which it regards as too high. The firm’s own bank is willing to lend Death Mines the required amount via a one-year floating rate note at a rate of 2 per cent over LIBOR, currently at 3.6 per cent.
Clearly, the floating rate loan is much cheaper at the moment, but LIBOR could easily rise over the period of the loan to such a level that Death Mines would finish up losing on the project. Thus, it enters into a contract with a swap bank, Border International, to pay to it 5 per cent on the principal, receiving in exchange LIBOR.
The position of Death Mines now is:
Pays to its own bank LIBOR + 2 per cent
Pays to Border 5 per cent
Receives from Border LIBOR
Net position — fixed rate loan at 7 per cent Read the rest of this entry »
You need to be concerned with the psychological aspects of investing in a managed futures program from two distinct points of view. First, what type of investment best meets your needs? And second, if you’re going to personally interview and select a CTA, what psychological characteristics should you be looking for?
The type of futures investment you are suited for depends on your attitude toward risk. If you are an aggressive risk-taker, you might be looking for an emerging CTA with a short, but incredible, track record. A moderate risk-taker might select a seasoned trader with a five- to ten-year track record in the moderate volatility range. Safety-conscious investors prefer to define their maximum risk in advance. They look for limited partnerships and “guaranteed” funds. We’ll have a discussion of the various types of offerings later in this text. Read the rest of this entry »
A group of 10 investors decide to form a limited partnership to trade futures, but none of them has the time or experience to act as general partner (GP). Nor does anyone want to assume the unlimited risk that falls on the shoulders of the GP. They take this challenge to a commodity pool operator (CPO).
A CPO is an individual, corporation, or organization in the business of operating and promoting commodity pools. On occasion, a CTA can also be a CPO who promotes his or her own trading programs. In this case, our investors seek a CPO independent of CTAs. They take this approach to get an unbiased analysis of potential traders. Read the rest of this entry »
For the fourth scenario, we chose a qualified pension plan for the following reasons:
- A lot of very well-known companies are adding managed futures to their investment portfolios for the reasons already documented in this book, particularly because they can often increase the overall return while reducing risk. For example, some of the corporations currently using managed futures are Intel, Libby Owens Ford, Weyerhauser, World Bank, and Virginia Supplemental Retirement System.
- These plans are highly regulated by the Department of Labor, IRS, SEC, CFTC, and state banking, insurance, and securities agencies. All these organizations scrutinize the investment practices of these plans for the protection of the employees who invest. If managed futures can pass the muster of all this regulatory oversight, there must be something worth consideration for just about every serious investor.
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The swap terms available to the insurance company are as follows:
- Every six months the life insurance company will pay LIBOR.
- Every six months the life insurance company will receive 8.40%.
What has this interest-rate contract done for the bank and the life insurance company? Consider first the bank. For every six-month period for the life of the swap agreement, the interest-rate spread will be as follows: Read the rest of this entry »
So far we have merely described an interest-rate swap and looked at its characteristics. Here we illustrate how they can be used in asset/liability management. Other types of interest-rate swaps have been developed that go beyond the generic or “plain vanilla” swap described and we describe these later.
An interest-rate swap can be used to alter the cash flow characteristics of an institution’s assets so as to provide a better match between assets and liabilities. The two institutions we use for illustration are a commercial bank and a life insurance company. Read the rest of this entry »
Let’s illustrate the mechanics of a standard single-name credit default swap. Assume that the reference entity is the ABC Corporation and the reference obligation is the ABC Subordinated Debenture due 2110. The swap premium—the payment made by the protection buyer to the protection seller —is 550 basis points. If a credit event occurs, the protection seller pays the protection buyer the notional amount of the contract. In our illustration, we will assume that the notional amount is $10 million.
The notional amount is not the par value of the reference obligation. For example, suppose that a bond issue is trading at 73.53 (par value being 100). If a portfolio manager owns $13.6 million par value of the bond issue and wants to protect the current market value of $10 million (approximately equal to 73.53% of $13.6 million), then the portfolio manager will want a $10 million notional amount. If a credit event occurs, the portfolio manager will deliver the $13.6 million par value of the bond and receive a cash payment of $10 million. Read the rest of this entry »
By far, the most popular type of credit derivative is the credit default swap. It is categorized as one of two credit default products. Not only is this form of credit derivative the most commonly used stand-alone product, but it is also used extensively in structured credit products such as synthetic collateralized debt obligations, which will be discuss later. A credit default swap is probably the simplest form of credit risk transference among all credit derivatives. Because of the popularity of credit default swaps, the other type of credit default product —the credit default option—is rarely used. Hence, we will not discuss that product here.
Credit default swaps are used to shift credit exposure to a credit protection seller. Their primary purpose is to hedge the credit exposure to a particular asset or issuer. In this sense, credit default swaps operate much like a standby letter of credit or insurance policy. In contrast, a total return swap allows an investor to increase exposure to a reference obligation. Read the rest of this entry »
Valuing Caps and Floors
The arbitrage-free binomial model can be used to value a cap and a floor. This is because, as previously explained, a cap and a floor are nothing more than a package or strip of options. More specifically, they are a strip of European options on interest rates. Thus to value a cap the value of each period’s cap, called a caplet, is found and all the caplets are then summed. The same can be done for a floor.
To illustrate how this is done, we will once again use the binomial interest-rate tree to value an interest rate option. Consider first a 5.2%, three-year cap with a notional amount of $10 million. The reference rate is the one-year rates in the binomial tree. The payoff for the cap is annual.
Exhibit 25-12 shows how this cap is valued by valuing the three caplets. The value for the caplet for any year, say year X, is found as follows. First, calculate the payoff in year X at each node as either zero if the one-year rate at the node is less than or equal to 5.2%, or the notional principal amount of $10 million times the difference between the one-year rate at the node and 5.2% if the one-year rate at the node is greater than 5.2%
Then, the backward induction method is used to determine the value of the year X caplet. Read the rest of this entry »
An interest-rate agreement is an agreement between two parties whereby one party, for an upfront premium, agrees to compensate the other at specific time periods if a designated interest rate, called the reference rate, is different from a predetermined level. When one party agrees to pay the other when the reference rate exceeds a predetermined level, the agreement is referred to as an interest-rate cap or ceiling. The agreement is referred to as an interest-rate floor when one party agrees to pay the other when the reference rate falls below a predetermined level. The predetermined interest-rate level is called the strike rate.
The terms of an interest-rate agreement include
- The reference rate
- The strike rate that sets the ceiling or floor
- The length of the agreement
- The frequency of settlement
- The notional principal amount
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Credit default products have a payout that is contingent upon a credit event occurring. The ISDA provides definitions of what credit events are. The 1999 ISDA Credit Derivatives Definitions (referred to as the “1999 Definitions“) provides a list of eight credit events: (1) bankruptcy, (2) credit event upon merger, (3) cross acceleration, (4) cross default, (5) downgrade, (6) failure to pay, (7) repudiation/moratorium, and (8) restructuring. These eight events attempt to capture every type of situation that could cause the credit quality of the reference entity to deteriorate, or cause the value of the reference obligation to decline.
Bankruptcy is defined as a variety of acts that are associated with bankruptcy or insolvency laws. Failure to pay results when a reference entity fails to make one or more required payments when due. When a reference entity breaches a covenant, it has defaulted on its obligation. Read the rest of this entry »
Here we review some of the terminology used in the swaps market and explain how swaps are quoted. The date that the counterparties commit to the swap is called the trade date. The date that the swap begins accruing interest is called the effective date, and the date that the swap stops accruing interest is called the maturity date.
Although our illustrations assume that the timing of the cash flows for both the fixed-rate payer and floating-rate payer will be the same, this is rarely the case in a swap. In fact, an agreement may call for the fixed-rate payer to make payments annually but the floating-rate payer to make payments more frequently (semiannually or quarterly). Also, the way in which interest accrues on each leg of the transaction differs, because there are several day-count conventions in the fixed-income markets. Read the rest of this entry »
In an interest-rate swap, two parties (called counterparties) agree to exchange periodic interest payments. The dollar amount of the interest payments exchanged is based on a predetermined dollar principal, which is called the notional principal amount. The dollar amount that each counterparty pays to the other is the agreed-upon periodic interest rate times the notional principal amount. The only dollars that are exchanged between the parties are the interest payments, not the notional principal amount. In the most common type of swap, one party agrees to pay the other party fixed-interest payments at designated dates for the life of the contract. This party is referred to as the fixed-rate payer. The other party, who agrees to make interest rate payments that float with some reference rate, is referred to as the floating-rate payer. The frequency with which the interest rate that the floating-rate payer must pay is called the reset frequency. Read the rest of this entry »
Earlier we provided two interpretations of a swap: (1) a package of futures/forward contracts, and (2) a package of cash market instruments. The swap spread is determined by the same factors that influence the spread over Treasuries on financial instruments (futures/forward contracts or cash) that produce a similar return or funding profile. As we explain subsequently, the key determinant of the swap spread for swaps with maturities of five years or less is the cost of hedging in the Eurodollar CD futures market. For longer maturity swaps, the key determinant of the swap spread is the credit spreads in the corporate bond market. Read the rest of this entry »
Once the swap transaction is completed, changes in market interest rates will change the payments of the floating-rate side of the swap. The value of an interest rate swap is the difference between the present value of the payments of the two sides of the swap. The three-month LIBOR forward rates from the current Eurodollar CD futures contracts are used to (1) calculate the floating-rate payments and (2) determine the discount factors at which to calculate the present value of the payments.
To illustrate this, consider the three-year swap used to demonstrate how to calculate the swap rate. Suppose that one year later, interest rates change as shown in Columns (4) and (6) in Exhibit 25-9. Column (4) shows the current three-month LIBOR. In Column (5) are the Eurodollar CD futures prices for each period. These rates are used to compute the forward rates in Column (6). Note that the interest rates have increased one year later since the rates in Exhibit 25-9 . Read the rest of this entry »
