Investment under Uncertainty
Average customer rating: 3.5 out of 5 stars
  • Not a new theory,but a new way of solving Keynes's theory
  • real options
  • Not For The Faint-Hearted
  • dealing with uncertainty
  • State of the art -- but math is a required subject
Investment under Uncertainty
Avinash K. Dixit , and Robert S. Pindyck
Manufacturer: Princeton University Press
ProductGroup: Book
Binding: Hardcover

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  1. Real Options and Investment under Uncertainty: Classical Readings and Recent Contributions Real Options and Investment under Uncertainty: Classical Readings and Recent Contributions
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ASIN: 0691034109

Book Description

How should firms decide whether and when to invest in new capital equipment, additions to their workforce, or the development of new products? Why have traditional economic models of investment failed to explain the behavior of investment spending in the United States and other countries? In this book, Avinash Dixit and Robert Pindyck provide the first detailed exposition of a new theoretical approach to the capital investment decisions of firms, stressing the irreversibility of most investment decisions, and the ongoing uncertainty of the economic environment in which these decisions are made. In so doing, they answer important questions about investment decisions and the behavior of investment spending.

This new approach to investment recognizes the option value of waiting for better (but never complete) information. It exploits an analogy with the theory of options in financial markets, which permits a much richer dynamic framework than was possible with the traditional theory of investment. The authors present the new theory in a clear and systematic way, and consolidate, synthesize, and extend the various strands of research that have come out of the theory. Their book shows the importance of the theory for understanding investment behavior of firms; develops the implications of this theory for industry dynamics and for government policy concerning investment; and shows how the theory can be applied to specific industries and to a wide variety of business problems.

Customer Reviews:

2 out of 5 stars Not a new theory,but a new way of solving Keynes's theory.......2004-07-23

Dixit and Pindyck(DP)have not come up with a new theory of investment. The three aspects that they deal with in their theory are the irreversibility of costly fixed plant and equipment,the uncertainty of the information base upon which the probabilities will be estimated,and the timing of the investment project over a series of future time periods.DP correctly point out that the NPV rule does not deal with the uncertainty of the information base upon which the probabilities will be calculated while also ignoring the question of the timing of a project,given that additional new relevant information on the potential expected profitability of a project may be forthcoming in future time periods.Thus, there is a value that can be assigned to waiting for this additional relevant evidence to occur in the future.The Net Present Value( NPV) rule or the Capital Asset Pricing Model (CAPM)only deals with risk,not uncertainty.Both of these rules assume the existence of a unique,well defined probability distribution that satisfies the law of large numbers.A decision maker need only concern himself with the variability of the outcomes over time. This is measured by the standard deviation.DP demonstrate that the standard approach to investment theory discounts only for time and risk while ignoring uncertainty or conflating uncertainty with risk.DP advocate an additional discount for uncertainty.DP obtain this result using the calculus of variations, optimal control theory,stochastic control theory and dynamic programming.These techniques,while interesting ,are not necessary in order to obtain the given result.A much less advanced mathematical approach was used by John Maynard Keynes to obtain approximately the same result.A criticism of this book would be the failure on the part of DP to mention the similarities between their theory and that of Keynes.Keynes's theory is covered in chapters 11,12 and 17 of Keynes's 1936 book ,titled the General Theory(GT).In chapter 17 ,Keynes makes a very important addition to the theory of the previously mentioned chapters on pages 239-241 where Keynes points out that the decision maker must also discount for uncertainty as well as for risk and time preference.Keynes's footnote on page 240 of the GT directs the reader to his technical model contained in chapter 26 of A Treatise on Probability, called a conventional coefficient of weight and risk c.In order to obtain approximately the same result as obtained by DP,one needed only multiply Keynes's NPV model of chapter 11 of the GT by the c coefficient.

5 out of 5 stars real options.......2004-05-03

ok, i found this book is very important and give a new vision to understant the world of investement under uncertainty , further it demonstrate a new application nommed real options, by this new model we can making same decision with integrating the notion of flexibility in procesus of investement

2 out of 5 stars Not For The Faint-Hearted.......2000-01-28

Investment Under Undertainty by Avinash Dixit and Robert Pindyck has been an important book in the 1990's because it introduced a relatively new subject to a new and eager audience when there was little else available outside of original research papers. Many of us are grateful to the authors for this introduction. However, newcomers should be aware that they omit large and crucial details of implementation [example: chapter 4, section 1H, pages 110-112 including the graphs on page 111: a newcomer will be lost; if you wait until the appendix to chapter 10, on numerical solution, then you may or may not note the printing errors]. The book is not for the faint-hearted beginner; even the simplest material, such as valuation of a perpetuity (see Corporate Finance by Brealey & Myers - very easy) occurs in a form which the beginner or skim-reading manager might not readily recognise (chapter 5, section 1A, pages 138-139); but then this book is not for them.

See also Real Options by Lenos Trigeorgis, who writes as if he keenly wants you to have fast access to his subject. For someone writing purely on the mathematical finance aspects, read anything by Paul Wilmott, who is clearly both clever and an exceptional educator

5 out of 5 stars dealing with uncertainty.......2000-01-06

When searching for a framework for my PhD, I encountered Dixit's 1991 exposition on investmetn under uncertainty, in Journal of Economic Perspective. I was immeadiately hooked on option theory and its applications. Both authors of this splendid book are authorities in this field. The book is ideal for advanced MBA students with some mathamatics background. It is also suitable for PhD students in economics and finance. However students with math or engineering backgrounds may also benefit from reading this book.

As this book has repeatedly demonstrate, investmet in a uncertain world involves exercising an option. I mat asure the readers and buyers alike, investing in this book will yield high returns for your time and money.

5 out of 5 stars State of the art -- but math is a required subject.......1999-08-24

Let me say that this is not a book for those looking for investment advice or get-rich-quick schemes. It is also not a book for those who think that an MBA and an HP12C are all you need to understand the basic theory behind investments, options, etc.

It is a mathematical subject...and to those with a good mathematical background, the book is remarkably well-organized and easy to understand. I found this book to be very helpful in my research.
Stochastic Dominance: Investment Decision Making under Uncertainty (Studies in Risk and Uncertainty)
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    Stochastic Dominance: Investment Decision Making under Uncertainty (Studies in Risk and Uncertainty)

    Manufacturer: Springer
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    This book is devoted to investment decision-making under uncertainty. The book covers three basic approaches to this process: The stochastic dominance approach; the mean-variance approach; and the non-expected utility approach, focusing on prospect theory and its modified version, cumulative prospect theory.

    These approaches are discussed and compared in this book. In addition, this volume examines cases in which stochastic dominance rules coincide with the mean-variance rule and cases in which contradictions between these two approaches may occur. It then discusses the relationship between stochastic dominance rules and prospect theory, and establishes a new investment decision rule which combines the two and which we call prospect stochastic dominance. Although all three approaches are discussed, most of the book is devoted to the stochastic dominance paradigm.

    Real Options and Investment under Uncertainty: Classical Readings and Recent Contributions
    Average customer rating: Not rated
      Real Options and Investment under Uncertainty: Classical Readings and Recent Contributions

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      The study of investment under uncertainty was stagnant for several decades, until recent developments in real options provided the tools to revitalize the field. The techniques and insights derived from option pricing can now be used to quantify the elusive elements of managerial operating flexibility and strategic interactions ignored or underestimated by conventional Net Present Value and other quantitative approaches.

      Topics covered include the reasons for the under-investment problem and conceptual frameworks for viewing productive investment opportunities as real options; useful valuation building blocks; the quantifying of various types of real options separately and in combination; strategic aspects of investment under uncertainty; numerical analysis techniques; a variety of applications, including the valuing of natural resources, R&D and pioneer ventures, land development, strategic acquisitions, government subsidies, power plants and pollution options, flexible manufacturing, and multinational operations; and empirical evidence from oil leasing, land prices, and discontinued operations.
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