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Derivatives : principles and practice / Rangarajan K. Sundaram, Sanjiv R. Das.

By: Contributor(s): Material type: TextTextPublisher: New York : McGraw-Hill Irwin, [2011]Copyright date: ©2011. Description: xxii, 900, [25] pages : illustrations ; 26 cmContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 9780072949315 (alk. paper)
  • 0072949317 (alk. paper)
Subject(s): DDC classification:
  • 332.6457 22 S.R.D
LOC classification:
  • HG6024.A3 S873 2011
Contents:
Summary: Helps you use verbal and pictorial expositions, and sometimes simple mathematical models, to explain underlying principles before proceeding to formal analysis
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Includes bibliographical references and indexes.

Contenido: Futures and forwards. --
Futures markets. --
Pricing forwards and futures I : the basic theory. --
Pricing forwards and futures II : building on the foundations. --
Hedging with futures and forwards. --
Interest-rate forwards and futures. --
Options. --
Options markets. --
Options : payoffs and trading strategies. --
No-arbitrage restrictions on option prices. --
Early exercise and put-call parity. --
Option pricing : a first pass. --
Binomial option pricing. --
Implementing the binomial models. --
The black-scholes model. --
The mathematics of black-scholes. --
Options modeling : beyond black-scholes. --
Sensitivity analysis : the option "greeks". --
Exotic options I : path-independent options. --
Exotic options II : path-dependent options. --
Value-at-risk. --
Convertible bonds. --
Real options. --
Swaps. --
Interest-rate swaps and floating rate products. --
Equity swaps. --
Currency and commodity swaps. --
Interest rate modeling. --
The term structure of interest rates : concepts. --
Estimating the yield curve. --
Modeling term structure movements. --
Factor models of the term structure. --
The heath-jarrow-morton and libor market models. --
Credit risk. --
Credit derivative products. --
Structural models of default risk. --
Reduced form models of default risk. --
Modeling correlated default. --
Computation. --
Derivative pricing with finite differencing. --
Derivative pricing with Monte Caro simulation. --
Using octave.

Helps you use verbal and pictorial expositions, and sometimes simple mathematical models, to explain underlying principles before proceeding to formal analysis

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