Options, Futures, and Other Derivatives [With Disk]

This book has been the standard text for mathematicians, physicists, and engineers retooling for Wall Street. I agree with the praise of other reviewers - especially 'a reader' on September 20, 1996. This book is still a gem. For a full PDE approach I recommend "Option Pricing: Mathematical Models and Computations" by Wilmott, Dewynne, and Howison. For a good probability theory approach, I recommend "Financial Calculus" by Baxter and Rennie. One reservation on Hull's book - it will be difficult for many readers with economic/finance/MBA backgrounds not completely fluent in calculus.

Hull's text is the definitive text on futures and options. The book provides the basis for understanding the underlying principles for valuing derivatives intstruments. Since the text is academic and theoretical in nature, the book is geared towards graduate business school students and Wall Street professionals (and maybe only those working on trading/research desks). For the day-trading crowd, you will not find any specific discussions about trading strategies that make money. Instead, you will be enriched with a fundamental understanding of derivatives pricing --- from there you can try to earn your riches.

I have read most of the books on derivatives and mathematical finance. I have also read the most important papers on the subject, and no book covers the subject so extensively and so carefully. The difficult math is explained by Hull in a brilliantly intuitive way, without sacrificing the mathematical rigor. He explains succinctly and accurately the heart of the most advanced papers in the subject, in unpretentious terms, and always with the reader in mind (unlike most of the other academics' attempt at writing a book.) Having studied the subject in depth, from a practical and a theoretical point of view, I can say, without reservation, that (up to 1996) this book is all you need to learn about the subject. In fact, I dare say that if you read the book cover to cover you will be an expert in the subject. I read the second version, and some of the most recent topics (like Value at Risk) are not treated in it, but it is my understanding that the third edition includes all of these newer developments. If they are explained as all the other subjects in the 2nd edition, then they should be the best explanations around. Excellent book for novices in the subject, excellent reference book for experts, great mathematical education for finance people, and great financial exposition for mathematicians. (From a mathematical point of view, the only details missing are the mathematical foundations of risk-neutral valuation, i.e. Girsanov's theorem) This book should be read (and more importantly CAN be read) by any financial officer, county treasurer (is Orange County listening?), trader, regulator investor and banker. I also recomend this book to unemployed mathematicians, physicists, and engineers. The starting salary for these quantitative disciplines goes up by $30,000 a year after reading that book.