Get a Sound Understanding of Yield Curve Construction and Knowledge of Forwards with this E-Learning Course.DUBLIN, Ireland -- Research and Markets (http://www.researchandmarkets.com/reports/c28778) has announced the addition of E-Learning Course: Yield Curves to their offering. The yield curve is a key concept in the money, bond, and interest rate derivatives An interest rate derivative is a derivative where the underlying asset is the right to pay or receive a (usually notional) amount of money at a given interest rate. The interest rate derivatives market is the largest derivatives market in the world. markets. It plots the yields of similar quality instruments against their maturities, and shows whether short-term interest rates Short-term interest rates Interest rates on loan contracts-or debt instruments such as Treasury bills, bank certificates of deposit or commerical paper-having maturities of less than one year. Often called money market rates. are higher than long-term rates. A yield curve is constructed by looking at observable market rates and performing any necessary transformations. A sound understanding of yield curve construction and knowledge of forwards, as described in this course, provides the basis for interest rate derivatives pricing. In this course, you will explore: -- The bootstrapping Bootstrapping A procedure used to calculate the zero coupon yield curve from market figures. Notes: Since the T-bills offered by the government are not available for every time period, the bootstrapping method is used to fill in the missing figures in order to derive the method for building a yield curve -- The fundamentals of FRAs -- The settlement and valuation of FRAs -- The pricing of FRAs from both the cash and futures market futures market, a commodity exchange where contracts for the future delivery of grain, livestock, and precious metals are bought and sold. Speculation in futures serves to protect both the developers and the users of the commodities from unfavorable and unpredictable -- The use of futures to build a yield curve The following tutorials are included in this E-Learning course: 1. Building a Yield Curve On completion of this tutorial, you will be able to: -- differentiate between a par-coupon yield curve and a zero-coupon yield curve -- bootstrap See boot. (operating system, compiler) bootstrap - To load and initialise the operating system on a computer. Normally abbreviated to "boot". From the curious expression "to pull oneself up by one's bootstraps", one of the legendary feats of Baron von Munchhausen. a zero-coupon yield curve using deposit and swap rates -- plot par-coupon and zero-coupon forward yield curves 2. FRAs - An Introduction On completion of this tutorial you will be able to: -- define a forward rate agreement (FRA Fra: see Angelico, Fra; Bartolommeo di Pagholo del Fattorino, Fra; Fra Filippo Lippi under Lippi. ) and cite specific examples where FRAs may be used -- calculate the settlement amount of an FRA and explain how it is valued during its life 3. FRAs - Pricing On completion of this tutorial you will be able to: -- price an FRA using the cash market -- price an FRA using the futures market 4. Futures - Building a Yield Curve (Even Periods) On completion of this tutorial you will be able to: --identify the differences between forward and futures contracts and the limitations that are associated with using futures contracts to generate swap rates --generate interest rate swap Interest Rate Swap A deal between banks or companies where borrowers switch floating-rate loans for fixed rate loans in another country. These can be either the same or different currencies. rates for even periods using a strip of short-term futures prices 5. Futures - Building a Yield Curve (Actual Dates) On completion of this tutorial you will be able to: --generate interest rate swap rates for actual dates using a strip of short-term futures prices --explain the concept of convexity Convexity A measure of the curvature in the relationship between bond prices and bond yields. Notes: Positive convexity corresponds to curvature that opens upward. Negative convexity corresponds to curvature that opens downward. bias This course is designed for: --new or recent recruits to banking and financial organizations --dealers/traders --portfolio managers --treasury department staff --sales and marketing executives --finance and accounting staff --compliance and regulatory staff For more information visit http://www.researchandmarkets.com/reports/c28778 |
|

Printer friendly
Cite/link
Email
Feedback
Reader Opinion