Valuation of Interest Rate Swaps and SwaptionsAmong the major innovations in the financial markets have been interest rate swaps and swapations, instruments which entail having an arrangement to barter differently structured payment flows for a particular period of time. These instruments have furnished portfolio and risk managers and corporate treasurers with a better tool for controlling interest rate risk. Valuation of Interest Rate Swaps and Swapations explains how interest rate swaps are valued and the factors that affect their value-an ideal way to manage interest or income payments. Various valuations approaches and models are covered, with special end-of-chapter questions and solutions included. |
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Spis treści
Introduction | 1 |
Calculating Swap Payments | 17 |
Computing the Present Value of Swap Payments and | 33 |
Traditional Approach to the Valuation of a Plain Vanilla Swap | 49 |
Lattice Approach to Valuation | 65 |
Swap Valuation Using the Lattice Approach | 77 |
Valuation of Forward Start Swaps | 95 |
Valuing a Swaption | 111 |
Factors that Affect the Value of a Swaption | 129 |
Valuing NonLIBOR Based Swaps and Basis Swaps | 145 |
Controlling Interest Rate Risk with Swaps | 165 |
Appendix A Theoretical Spot and Forward Rates | 195 |
Appendix B Binomial Interest Rate Model | 215 |
Valuation of Swaps Using the Trinomial Approach | 219 |
Kluczowe wyrazy i wyrażenia
25 basis point 3-month LIBOR 6-month amortizing swap assumed basis swap beginning bond Calculating cash flow Chapter Column compute corresponding determine difference dollar duration effect equal equation example Exhibit expiration fixed payments fixed-rate payer fixed-rate receiver floating payments floating-rate floating-rate bond formula forward discount factor forward rates forward start swap futures given illustrate increase interest rate lattice interest rate swap investment lattice approach manager means million node Note notional principal obtained option panel party pay fixed swap pay fixed swaption period plain vanilla swap portfolio present value probability produce Quarter Quarter QUESTIONS receive fixed swaption risk semiannual shift shown in Exhibit shows simply spot rate spread Starts Ends strike rate Suppose swap fixed rate swap valuation lattice swap value swap's Swaption Values T-bill term structure trinomial value lattice varying yield zero zero-coupon