Modelling Volatility
New York
1 & 2 December 2008
London
8 & 9 December 2008
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Course Highlights:
- Volatility models and their impact on pricing and risk
- Heston's stochastic volatility model
- Modeling of variance and volatility swaps for financial markets with stochastic volatilities
- Stochastic volatility models and products
- Equity volatility vss credit spreads
- Volatility modelling for commodity underlyings
- VIX futures and VIX options
- A simple robust link between American Puts and Credit Insurance
Course dates & venues
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NEW YORK 1 & 2 December 2008 |
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LONDON 8 & 9 December 2008 |
Course tutors
LONDON
Hyungsok Ahn
Head of Equity Derivative Quant Research, NOMURA INTERNATIOAL
Boris Le Blanc
Co-head Equity and Derivatives Research, BNP PARIBAS
Jian Chen
Quantitative Analyst, RBS
Vladimir Lucic
Equity Derivatives Quantitative Analyst, BARCLAYS CAPITAL
William McGhee
MD, Global Head, FX Quantitative Strategy Group, CITIGROUP
Ser-Huang Poon
Professor of Finance, MANCHESTER BUSINESS SCHOOL
Julien Turc
Head of Quantitative Strategy, SOCIETE GENERALE
NEW YORK
Constaintin Dan Cazacu
Associate Quantitative Derivatives Strategist, ING USFS ANNUITIES MARKET
RISK MANAGEMENT
Peter Carr
Head of Quantitative Financial Research, BLOOMBERG
George Jiang
Associate Professor, UNIVERSITY OF ARIZONA
Kris Kumar
FX Structurer, BARCLAYS CAPITAL
Roger Lee
Assistant Professor, UNIVERSITY OF CHICAGO
Eric Liverance
Executive Director, Head of Interest Rate Derivatives Strategy, UBS
INVESTMENTS
Yong Ren
Director of Research, Saba Principles Strategies, DEUTSCHE BANK
Paul Staneski
Head of Derivatives Solutions & Training, CREDIT SUISSE
Learning Outcomes
By the end of this course delegates will be able to:
- Use option pricing under stochastic volatility
- Evaluate valuation techniques with Heston's model
- Model approaches for linking variance and forward volatility products
- Understand how different models price exotics - the dynamics of the forward smile
- Forecast volatility in commodity markets
- Use VIX futures and options to guide the volatility surface
- Apply stochastic volatility models for pricing and hedging derivatives
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