Description

Book Synopsis
Options are a financial instrument that allows the purchaser of the option to either buy or sell shares or commodities on a specified date in the future, but there is no obligation to do so (hence, option). The purchaser must pay a premium to the seller but should the market go against the purchaser there is no requirement to exercise the right.

Table of Contents
Preface.

PART I: ELEMENTS OF OPTION THEORY.

Fundamentals.

Option Basics.

Stock Price Distribution.

Principles of Option Pricing.

The Black Scholes Model.

American Options.

PART II: NUMERICAL METHODS.

The Binomial Model.

Numerical Solutions of the Black Scholes Equation.

Variable Volatility.

Monte Carlo.

PART III: APPLICATIONS: EXOTIC OPTIONS.

Simple Exotics.

Two Asset Options.

Currency Translated Options.

Options on One Asset at Two Points in Time.

Barriers: Simple European Options.

Barriers: Advanced Options.

Asian Options.

Passport Options.

PART IV: STOCHASTIC THEORY.

Arbitrage.

Discrete Time Models.

Brownian Motion.

Transition to Continuous Time.

Stochastic Calculus.

Equivalent Measures.

Axiomatic Option Theory.

Mathematical Appendix.

Bibliography and References.

Index.

Options Theory

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    A Hardback by Peter James

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      Publisher: John Wiley & Sons Inc
      Publication Date: 27/11/2002
      ISBN13: 9780471492894, 978-0471492894
      ISBN10: 0471492892

      Description

      Book Synopsis
      Options are a financial instrument that allows the purchaser of the option to either buy or sell shares or commodities on a specified date in the future, but there is no obligation to do so (hence, option). The purchaser must pay a premium to the seller but should the market go against the purchaser there is no requirement to exercise the right.

      Table of Contents
      Preface.

      PART I: ELEMENTS OF OPTION THEORY.

      Fundamentals.

      Option Basics.

      Stock Price Distribution.

      Principles of Option Pricing.

      The Black Scholes Model.

      American Options.

      PART II: NUMERICAL METHODS.

      The Binomial Model.

      Numerical Solutions of the Black Scholes Equation.

      Variable Volatility.

      Monte Carlo.

      PART III: APPLICATIONS: EXOTIC OPTIONS.

      Simple Exotics.

      Two Asset Options.

      Currency Translated Options.

      Options on One Asset at Two Points in Time.

      Barriers: Simple European Options.

      Barriers: Advanced Options.

      Asian Options.

      Passport Options.

      PART IV: STOCHASTIC THEORY.

      Arbitrage.

      Discrete Time Models.

      Brownian Motion.

      Transition to Continuous Time.

      Stochastic Calculus.

      Equivalent Measures.

      Axiomatic Option Theory.

      Mathematical Appendix.

      Bibliography and References.

      Index.

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