Description

Book Synopsis
This comprehensive book presents a systematic and practically oriented approach to mathematical modeling in finance, particularly in the foreign exchange context. It describes all the relevant aspects of financial engineering, including derivative pricing, in detail. The book is self-contained, with the necessary mathematical, economic, and trading background carefully explained. In addition to the lucid treatment of the standard material, it describes many original results.The book can be used both as a text for students of financial engineering, and as a basic reference for risk managers, traders, and academics.

Table of Contents
Introduction: Foreign Exchange Markets; Mathematical Preliminaries: Elements of Probability Theory; Discrete-Time Stochastic Engines; Continuous-Time Stochastic Engines; Discrete-Time Models: Single-Period Markets; Multi-Period Markets; Continuous-Time Models: Stochastic Dynamics of Forex; European Options: The Group-Theoretical Approach; European Options, the Classical Approach; Deviations from the Black-Scholes Paradigm I: Nonconstant Volatility; American Options; Path-Dependent Options I: Barrier Options: Path-Dependent Options II: Lookback, Asian and other Options; Deviations from the Black-Scholes Paradigm II: Market Frictions; Future Directions of Research and Conclusions.

Mathematical Methods For Foreign Exchange: A

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    A Paperback / softback by Alexander Lipton

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      View other formats and editions of Mathematical Methods For Foreign Exchange: A by Alexander Lipton

      Publisher: World Scientific Publishing Co Pte Ltd
      Publication Date: Publication Date: 16/10/2001
      ISBN13: 9789810248239, 978-9810248239
      ISBN10: 9810248237

      Description

      Book Synopsis
      This comprehensive book presents a systematic and practically oriented approach to mathematical modeling in finance, particularly in the foreign exchange context. It describes all the relevant aspects of financial engineering, including derivative pricing, in detail. The book is self-contained, with the necessary mathematical, economic, and trading background carefully explained. In addition to the lucid treatment of the standard material, it describes many original results.The book can be used both as a text for students of financial engineering, and as a basic reference for risk managers, traders, and academics.

      Table of Contents
      Introduction: Foreign Exchange Markets; Mathematical Preliminaries: Elements of Probability Theory; Discrete-Time Stochastic Engines; Continuous-Time Stochastic Engines; Discrete-Time Models: Single-Period Markets; Multi-Period Markets; Continuous-Time Models: Stochastic Dynamics of Forex; European Options: The Group-Theoretical Approach; European Options, the Classical Approach; Deviations from the Black-Scholes Paradigm I: Nonconstant Volatility; American Options; Path-Dependent Options I: Barrier Options: Path-Dependent Options II: Lookback, Asian and other Options; Deviations from the Black-Scholes Paradigm II: Market Frictions; Future Directions of Research and Conclusions.

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