(No prior mathematical knowledge required)
DAY 1
VALUING BONDS |
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| Revision of mechanics and uses of bonds |
| Price, yield, duration, sensitivity and convexity |
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| . | Construct a bond pricer in EXCEL™ | |
| Calculating a mark-to-market value |
| Credit spreads |
| Mechanics and uses of long-term futures |
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| . | Use futures to hedge the sensitivity and duration of a bond portfolio | |
Day 2
VALUING FRAs, SHORT-TERM FUTURES AND MODELLING INTEREST RATE SWAPS |
| Forward rate curve applied to 3-month Euribor futures |
| Valuing FRAs |
| Zero-coupon curve and discount factor calculation |
| Modelling the floating leg of a swap |
| Valuing interest rate swaps (IRSs) |
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| . | Construct a swap pricer in EXCEL™ | |
Day 3
VALUING CIRSs AND STANDARD AND EXOTIC SWAP SENSITIVITIES |
| Basis swaps and other CIRSs |
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| . | Price a fixed-fixed CIRS at an off-market rate in EXCEL™ | |
| Calculating global sensitivities by maturity |
| Equivalent futures contracts |
| Definition and pricing of an asset swap
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| Risk factors of exotic swaps: quanto swaps, constant maturity swaps, Libor-in-arrears swaps |
| Introduction to convexity in exotic swaps |
Day 4
VALUING INTEREST RATE OPTIONS AND CALCULATING THEIR SENSITIVITIES |
| Mechanics of interest rate options: futures options,
swaptions, caps/floors (vanilla and exotic) |
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| . | Price standard options in EXCEL™ | |
| Futures options |
| Implied volatility |
| Volatility smile
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| Analysing sensitivities (Greeks) in relation to the underlying and maturity (delta, gamma, theta) and volatility (vega) |
| Analysing an option position's mark-to-market value
and market risk management techniques |
| Option strategies (straddle, bull spread, etc.) |
Day 5
VaR CALCULATION METHODS |
| Risk factors - Risk measurement |
| Mark-to-market results |
| Revision of probability (normal distribution, kurtosis,
variance, correlation) |
| Value-at-Risk (VaR)
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| Parametric VaR |
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| . | Apply VaR calculations to forex and interest rate markets | |