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| ▪ | Price standard options and the main
| | ▪ | exotic options
| | ▪ | Calculate the different sensitivities:
| | ▪ | delta, gamma, theta, vega
| | ▪ | Build in EXCEL™ a pricing spreadsheet
| | ▪ | and calculate sensitivities for standard
| | ▪ | and exotic options |
| ▪ | Pricing standard interest rate options - Advanced
| | ▪ | Sensitivities of standard options (Greeks) - Advanced
| | ▪ | Smile and sensitivities - Advanced
| | ▪ | Pricing and sensitivities of American, Bermudan, Digital, Cap spread, CMS, and Quanto options - Intermediate
| | ▪ | EDP, Monte-Carlo - Intermediate |
| ▪ | Price the main interest rate options,
| | ▪ | using EXCEL™
| | ▪ | Calculate sensitivities and apply book
| | ▪ | management techniques
| | ▪ | Assimilate techniques used by interest rate options market-makers
| | ▪ | Detailed analysis of new sensitivity parameters related to the book management of smile and volatility |
| ▪ | Fixed-income fund managers
| | ▪ | Junior traders
| | ▪ | Derivatives senior sales
| | ▪ | Bond origination and primary market professionals
| | ▪ | Finance departments
| | ▪ | Risk managers
| | ▪ | Support staff: IT, middle office, audit,
| | ▪ | senior back office, internal controls
| | ▪ | Financial engineers |
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| Principles of option pricing | | ▪ | First steps: Brown, Bachelier, Merton
| | ▪ | Brownian motion and modelling of Brownian motion
| | ▪ | Black & Scholes assumptions
| | ▪ | Black & Scholes model
| | ▪ | Black & Scholes 76 to value options on futures
| | ▪ | Practical workshop . Build a Black & Scoles pricing spreadsheet in ExcelTM
| | ▪ | Modelling and calculating the Greeks
| | ▪ | Second derivatives: gamma, vanna, volga
| | ▪ | Managing the short- and long-end of options' portfolios | | Options in the OTC Market | | ▪ | Yield curve analysis
| | ▪ | Applying the Black & Scholes model to caps/floors and swaptions
| | ▪ | Calculating and analysing sensitivities
| | ▪ | Practical workshop . Set up an EXCEL™ pricing spreadsheet for caps, floors and swaptions
| | ▪ | Notion of variability
| | ▪ | Limits of models: normal and lognormal laws
| | ▪ | Smile, skew and kurtosis
| | ▪ | Presentation and calibration of the SABR model
| | ▪ | Caps/floors: flat and forward volatilities
| | ▪ | Managing an options' book | | Pricing and Sensitivities of Exotic Options | | ▪ | Digitals: pricing and replication
| | ▪ | Quanto (swaps and options)
| | ▪ | CMS (swaps and options): convexity adjustment and pricing with replication
| | ▪ | Steepener, Ratchet
| | ▪ | American: American futures options, Bermudan
| | ▪ | Path dependent options
| | ▪ | Practical workshop . Monte-Carlo simulation (examples using EXCEL™)
| | ▪ | Spread options
| | ▪ | Latest exotic products |
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DATES AND PRICES:
London: 23-25 Jun 2010(closed) 15-17 Nov 2010
Prices: 3,100 £
New York: 28-30 Jul 2010 13-15 Dec 2010
Prices: 4,250 US$
Hong Kong: 16-18 Aug 2010(closed) 13-15 Oct 2010
Prices: 4,650 US$
DURATION:
3 days
REFERENCE: gbiropt2
Participants have rated this course 16.5 / 20
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