Derivatives principles and practice

Description

Chapter 1: IntroductionPart 1: Futures and ForwardsChapter 2: Futures MarketsChapter 3: Pricing Forwards and Futures I: The Basic TheoryChapter 4: Pricing Forwards and Futures IIChapter 5: Hedging with Futures & ForwardsChapter 6: Interest-Rate Forwards & FuturesPart II: Equity DerivativesChapter 7: Options MarketsChapter 8: Options: Payoffs & Trading StrategiesChapter 9: No-Arbitrage Restrictions on Option PricesChapter 10: Early Exercise and Put-Call ParityChapter 11: Option Pricing: An IntroductionChapter 12: Binomial Option PricingChapter 13: Implementing the Binomial ModelChapter 14: The Black-Scholes ModelChapter 15: The Mathematics of Black-ScholesChapter 16: Options Modeling: Beyond Black-ScholesChapter 17: Sensitivity Analysis: The Option "Greeks"Chapter 18: Exotic Options I: Path-Independent OptionsChapter 19: Exotic Options II: Path-Dependent OptionsChapter 20: Value-at-RiskChapter 21: Convertible BondsChapter 22: Real OptionsPart III: SwapsChapter 23: Interest-Rate Swaps and Floating Rate ProductsChapter 24: Equity SwapsChapter 25: Currency SwapsPart IV: Interest Rate ModelingChapter 26: The Term Structure of Interest Rates: ConceptsChapter 27: Estimating the Yield CurveChapter 28: Modeling Term Structure MovementsChapter 29: Factor Models of the Term StructureChapter 30: The Heath-Jarrow-Morton and Libor Market ModelsPart V: Credit Derivative ProductsChapter 31: Credit Derivative ProductsChapter 32: Structural Models of Default RiskChapter 33: Reduced Form Models of Default RiskChapter 34: Modeling Correlated DefaultPart VI: ComputationChapter 35: Derivative Pricing with Finite DifferencingChapter 36: Derivative Pricing with Monte Carol SimulationChapter 37: Using Octave