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Risk-return analysis. Volume 1 : the theory and practice of rational investing / Harry M. Markowitz with Kenneth A. Blay.
- Format:
- Book
- Author/Creator:
- Markowitz, Harry M., 1927-2023, author.
- Blay, Kenneth, author.
- Language:
- English
- Subjects (All):
- Investment analysis.
- Investments--Mathematical models.
- Investments.
- Physical Description:
- 1 online resource (1 v.) : ill.
- Edition:
- 1st edition
- Place of Publication:
- New York : McGraw-Hill Education, [2014]
- Language Note:
- English
- System Details:
- text file
- Summary:
- The Nobel Prize-winning Father of Modern Portfolio Theory re-introduces his theories for the current world of investing Legendary economist Harry M. Markowitz provides the insight and methods you need to build a portfolio that generates strong returns for the long run In Risk-Return Analysis , Markowitz corrects common misunderstandings about Modern Portfolio Theory (MPT) to help advanced financial practitioners dramatically improve their decision making. In this first volume of a groundbreaking four-part series sure to draw the attention of anyone interested in MPT, Markowitz provides the criteria necessary for judging among risk-measures; surveys a half-century of literature (nearly all of which has been ignored by textbooks) on the applicability of MPT; and presents an empirical study of which functions of mean and some risk-measure is best for those who seek to maximize return in the long run. Harry M. Markowitz is a Nobel Laureate and the father of Modern Portfolio Theory.
- Contents:
- Cover
- Title Page
- Copyright Page
- Contents
- Foreword
- Preface
- Acknowledgments
- Outline of Plans for Volumes II, III, and IV
- 1. The Expected Utility Maxim
- Introduction
- Definitions
- Uniqueness
- Characteristics of Expected Utility Maximization
- RDMs Versus HDMs
- Allais's Paradox
- Weber's Law and the Allais Paradox
- The Axioms
- Axiom I
- Axiom II
- Axioms III and III'
- Bounded Versus Unbounded Utility of Returns
- Postscript
- 2. Mean-Variance Approximations to Expected Utility
- Why Not Just Maximize Expected Utility?
- Utility of Return Versus Utility of Wealth
- Loistl's Erroneous Analysis
- Levy and Markowitz (1979)
- Highly Risk-Averse Investors
- Highly Risk-Averse Investors and a Risk-Free Asset
- Portfolios of Call Options
- Ederington's Quadratic and Gaussian Approximations to Expected Utility
- Other Pioneers
- Conclusion
- 3. Mean-Variance Approximations to the Geometric Mean
- Why Inputs to a Mean-Variance Analysis Must Be Arithmetic Means
- Six Mean-Variance Approximations to g
- Observed Approximation Errors for Asset Classes
- Relationships Among Approximation Methods
- Twentieth-Century Real Equity Returns
- Choice of Approximation
- Recap
- Technical Note: Selecting a Weighted Average of Approximations
- 4. Alternative Measures of Risk
- The Asset-Class Database
- Comparisons
- The DMS Database
- Caveat and Conclusion
- 5. The Likelihood of Various Return Distributions (With Anthony Tessitore, Ansel Tessitore, and Nilufer Usmen)
- Bayes Factors
- Transformed Variables
- Compound Hypotheses
- The Pearson Family
- Practically Normal Distributions
- Illustrative Histograms
- Near LH-Maximizing Distributions for the Ensemble
- Transformed Country Distributions
- Observations.
- Recommendation
- Notes
- References
- Index.
- Notes:
- Bibliographic Level Mode of Issuance: Monograph
- Includes bibliographical references and index.
- Description based on print version record.
- ISBN:
- 9780071817943
- 0071817948
- OCLC:
- 1024253157
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