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 »
There are two ways that a swap position can be interpreted: (1) as a package of forward/ futures contracts, and (2) as a package of cash flows from buying and selling cash market instruments.
Package of Forward Contracts Consider the hypothetical interest-rate swap described earlier to illustrate a swap. Let’s look at party X’s position. Party X has agreed to pay 10% and receive six-month LIBOR. More specifically, assuming a $50 million notional principal amount, X has agreed to buy a commodity called six-month LIBOR for $2.5 million This is effectively a six-month forward contract in which X agrees to pay $2.5 million in exchange for delivery of six-month LIBOR. If interest rates increase to 11%, the price of that commodity (six-month LIBOR) is higher, resulting in a gain for the fixed-rate payer, who is effectively long a six-month forward contract on six-month LIBOR. The floating-rate payer is effectively short a six- month forward contract on six-month LIBOR. There is therefore an implicit forward contract corresponding to each exchange date. Read the rest of this entry »
The Problem
Since the beginning of 1997, the U.S.-sold Japan Fund has experienced substantial cash inflows and outflows from investors, and portfolio manager David Smith has voiced his concern recently about the volatility. He also noted that extremely large shareholder orders seem to coincide more and more with news affecting Japan, and cash flow management is taking up a large percentage of his time that might otherwise be spent selecting securities.
Smith suspects some shareholders are trying to increase their profits by “timing” the market—quickly moving their money from one fund to another within the complex. Furthermore, he speculates that these investors might be attempting to profit from the methodology that the fund complex uses to compute the daily NAV of the fund by trading on stock price information that may become available between the time when the Japanese markets close and the time the fund values its holdings. Read the rest of this entry »
