The purpose of this text is to explain the theories of option pricing, and to apply those theories to real world decision-making. There is a seamless mix of theory and practice. The theories are described and explained in an easy-to-read and understandable manner, and then applied-using various cases and real world situations-to the practical world. Competitive books in this course area are generally not formatted as textbooks with no pedagogy at all.
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This review is from: An Applied Course in Real Options Valuation (Hardcover)
I took Dr.Shockley's RO course back in school. Dr Shockley's approach to the subject is radically different from any other book I have seen. He's actually taken the time to explain the various models and concepts in finance come together. The approach to options doesn't start with heavy derivations and equations of stochastic processes - it starts with the concepts of NPV, abritrage and leads on to options (and real options). The book is full of handy examples and solid explanations. Pick up any standard text in microeconomics (Silberberg, or Hirshleifer or Henderson and Quandt)- and you will see the one equation repeat over and over again - the First Order Condition tying in the ratio of Marginal Quantities (Costs, Utilities etc), the ratio of prices (wages etc) and the lagrangian multiplier. If finance is related to micro economics, one expects to see atleast one instance of this equation in a standard finance text. I haven't found it any - Dr Shockley's book was the first one I found that tied what we're doing in finance to the underlying concept of equilibrium as defined in microeconomics. Fama's theory of finance is the only other book (that I've looked at) that starts finance where micro left off, but then who has the time or strength to read it after a 10 hour day.
In future editions of this book, I would love to see some development of stochastic processes, the concept of filtrations, Ito's Lemma etc. Dr S can write on this subject at the level that is deeper (and more satisfying) than Wilmott, and more easy to access than say Shimko or Shreve or even Baxter. I think that will add to the value of the book - it can be the gentle introduction to some more advanced concepts, for students and busy practitioners who have very little time (even if they like it) for the math that one sees in some of the advanced derivatives book. Thanks for putting this book together Dr Shockley!
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