Statistical Methods for Financial Engineering

Bruno Remillard

April 5, 2013 by Chapman and Hall/CRC
Reference - 496 Pages - 61 B/W Illustrations
ISBN 9781439856949 - CAT# K12677

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  • Explains how to use numerous statistical techniques, such as Monte Carlo methods, nonparametric estimation, maximum likelihood techniques, and particle filters, to address financial questions, including hedging, interest rate modeling, option pricing, and credit risk modeling
  • Describes the validation of stochastic models
  • Requires no prior financial or stochastic calculus background
  • Offers material suitable for a graduate-level course on statistical methods in finance or financial engineering
  • Provides proofs and advanced topics, such as probability distributions and parameter estimation, in the appendices
  • Includes MATLAB and R programs on the author’s website, enabling practitioners to use the techniques in the context of real-life financial problems


While many financial engineering books are available, the statistical aspects behind the implementation of stochastic models used in the field are often overlooked or restricted to a few well-known cases. Statistical Methods for Financial Engineering guides current and future practitioners on implementing the most useful stochastic models used in financial engineering.

After introducing properties of univariate and multivariate models for asset dynamics as well as estimation techniques, the book discusses limits of the Black-Scholes model, statistical tests to verify some of its assumptions, and the challenges of dynamic hedging in discrete time. It then covers the estimation of risk and performance measures, the foundations of spot interest rate modeling, Lévy processes and their financial applications, the properties and parameter estimation of GARCH models, and the importance of dependence models in hedge fund replication and other applications. It concludes with the topic of filtering and its financial applications.

This self-contained book offers a basic presentation of stochastic models and addresses issues related to their implementation in the financial industry. Each chapter introduces powerful and practical statistical tools necessary to implement the models. The author not only shows how to estimate parameters efficiently, but he also demonstrates, whenever possible, how to test the validity of the proposed models. Throughout the text, examples using MATLAB® illustrate the application of the techniques to solve real-world financial problems. MATLAB and R programs are available on the author’s website.


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