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Advanced equity derivatives : volatility and correlation /
"In Advanced Equity Derivatives: Volatility and Correlation, Sebastien Bossu reviews and explains the advanced concepts used for pricing and hedging equity exotic derivatives. Designed for financial modelers, option traders and sophisticated investors, the content covers the most important theo...
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Hoboken, New Jersey :
Wiley,
[2014]
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| Temas: | |
| Acceso en línea: | Texto completo (Requiere registro previo con correo institucional) |
Tabla de Contenidos:
- Cover; Title Page; Copyright; Contents; Foreword; Preface; Acknowledgments; Chapter 1 Exotic Derivatives; 1-1 Single-Asset Exotics; 1-1.1 Digital Options; 1-1.2 Asian Options; 1-1.3 Barrier Options; 1-1.4 Lookback Options; 1-1.5 Forward Start Options; 1-1.6 Cliquet Options; 1-2 Multi-Asset Exotics; 1-2.1 Spread Options; 1-2.2 Basket Options; 1-2.3 Worst-Of and Best-Of Options; 1-2.4 Quanto Options; 1-3 Structured Products; References; Problems; 1.1 "Free" Option; 1.2 Autocallable; 1.3 Geometric Asian Option; 1.4 Change of Measure; 1.5 At-the-Money Lookback Options; 1.6 Siegel's Paradox.
- Appendix 1.A: Change of Measure and Girsanov's TheoremChapter 2 The Implied Volatility Surface; 2-1 The Implied Volatility Smile and Its Consequences; 2-1.1 Consequence for the Pricing of Call and Put Spreads; 2-1.2 Consequence for Hedge Ratios; 2-1.3 Consequence for the Pricing of Exotics; 2-2 Interpolation and Extrapolation; 2-3 Implied Volatility Surface Properties; 2-4 Implied Volatility Surface Models; 2-4.1 A Parametric Model of Implied Volatility: The SVI Model; 2-4.2 Indirect Models of Implied Volatility; References; Problems; 2.1 No Call or Put Spread Arbitrage Condition.
- 2.2 No Butterfly Spread Arbitrage Condition2.3 Sticky True Delta Rule; 2.4 SVI Fit; Chapter 3 Implied Distributions; 3-1 Butterfly Spreads and the Implied Distribution; 3-2 European Payoff Pricing and Replication; 3-3 Pricing Methods for European Payoffs; 3-4 Greeks; References; Problems; 3.1 Overhedging Concave Payoffs; 3.2 Perfect Hedging with Puts and Calls; 3.3 Implied Distribution and Exotic Pricing; 3.4 Conditional Pricing; 3.5 Path-Dependent Payoff; 3.6 Delta; Chapter 4 Local Volatility and Beyond; 4-1 Local Volatility Trees; 4-2 Local Volatility in Continuous Time.
- 4-3 Calculating Local Volatilities4-3.1 Dupire's Equation; 4-3.2 From Implied Volatility to Local Volatility; 4-3.3 Hedging with Local Volatility; 4-4 Stochastic Volatility; 4-4.1 Hedging Theory; 4-4.2 Connection with Local Volatility; 4-4.3 Monte Carlo Method; 4-4.4 Pricing and Hedging Forward Start Options; 4-4.5 A Word on Stochastic Volatility Models with Jumps; References; Problems; 4.1 From Implied to Local Volatility; 4.2 Market Price of Volatility Risk; 4.3 Local Volatility Pricing; Appendix 4.A: Derivation of Dupire's Equation; Chapter 5 Volatility Derivatives; 5-1 Volatility Trading.
- 5-2 Variance Swaps5-2.1 Variance Swap Payoff; 5-2.2 Variance Swap Market; 5-2.3 Variance Swap Hedging and Pricing; 5-2.4 Forward Variance; 5-3 Realized Volatility Derivatives; 5-4 Implied Volatility Derivatives; 5-4.1 VIX Futures; 5-4.2 VIX Options; References; Problems; 5.1 Delta-Hedging P & L Simulation; 5.2 Volatility Trading with Options; 5.3 Fair Variance Swap Strike; 5.4 Generalized Variance Swaps; 5.5 Call on Realized Variance; Chapter 6 Introducing Correlation; 6-1 Measuring Correlation; 6-1.1 Historical Correlation; 6-1.2 Implied Correlation; 6-2 Correlation Matrices.