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Returns on Levered, Actively Managed Long-Run Portfolios of Stocks, Bonds, and Bills, 1934–1983
0 references·11 citing·37 second hop
Returns on Levered, Actively Managed Long-Run Portfolios of Stocks, Bonds, and Bills, 1934–1983 (1985)Returns on Levered, Actively Managed Long…On the History of the Growth-Optimal Portfolio (2012)On the History of the Growth-…Do constraints improve portfolio performance? (2000)Do constraints improve portfo…Portfolio optimization via stochastic programming: Methods of output analysis (1999)Portfolio optimization via st…A comparison of linear regression and neural network methods for predicting excess returns on large stocks (1998)A comparison of linear regres…A stochastic programming model for funding single premium deferred annuities (1996)A stochastic programming mode…Gains From Diversifying Into Real Estate: Three Decades of Portfolio Returns Based on the Dynamic Investment Model (1995)Gains From Diversifying Into …Chapter 3 Capital growth theory (1995)Chapter 3 Capital growth theo…Capturing the Correlations of Fixed-income Instruments (1994)Capturing the Correlations of…A model for portfolio management with mortgage-backed securities (1993)A model for portfolio managem…Industry rotation in the U.S. stock market (1990)Industry rotation in the U.S.…A Half Century of Returns on Levered and Unlevered Portfolios of Stocks, Bonds, and Bills, With and Without Small Stocks (1986)A Half Century of Returns on …A Stochastic Approximation Method (1951)Specification Tests in Econometrics (1978)Efficient Capital Markets: II (1991)Portfolio Selection: Efficient Diversification of Investments (1959)Optimum consumption and portfolio rules in a continuous-time model (1971)An Intertemporal Capital Asset Pricing Model (1973)Growth versus security tradeoffs indynamic investment analysis (1999)From Rags to Riches: On Constant Proportions Investment Strategies (2001)The real-life performance of market timing with moving average and time-series momentum rules (2014)The financial analysts journal (1960)Optimal Multiperiod Portfolio Policies (1968)A One-Factor Model of Interest Rates and Its Application to Treasury Bond Options (1990)A Dynamic Model for Bond Portfolio Management (1972)A Bank Asset and Liability Management Model (1986)Discretized reality and spurious profits in stochastic programming models for asset/liability management (1997)Safety First and the Holding of Assets (1952)Modern Portfolio Theory and Investment Analysis. (1982)Stochastic Programming (2010)A Theory of the Term Structure of Interest Rates (1985)Theory of Financial Decision Making. (1988)Mean-Absolute Deviation Portfolio Optimization Model and Its Applications to Tokyo Stock Market (1991)Robust optimization models for managing callable bond portfolios (1996)Integrated simulation and optimization models for tracking international fixed income indices (2001)LP Modeling for Asset-Liability Management: A Survey of Choices and Simplifications (2005)CAPITAL ASSET PRICES: A THEORY OF MARKET EQUILIBRIUM UNDER CONDITIONS OF RISK* (1964)The Valuation of Risk Assets and the Selection of Risky Investments in Stock Portfolios and Capital Budgets (1965)THE VALUATION OF RISK ASSETS AND THE SELECTION OF RISKY INVESTMENTS IN STOCK PORTFOLIOS AND CAPITAL BUDGETS**This paper is another in a series of interrelated theoretical and statistical studies of corporate financial and investment policies being made under grants from the Rockefeller Foundation, and more recently the Ford Foundation, to the Harvard Business School. The generous support for this work is most gratefully acknowledged. The author is also much indebted to his colleagues Professors Bishop, Christenson, Kahr, Raiffa, and (especially) Schlaifer, for extensive discussion and commentary on an earlier draft of this paper; but responsibility for any errors or imperfections remains strictly his own.[Professor Sharpe's paper, “Capital Asset Prices: A Theory of Market Equilibrium Under Conditions of Risk” (Journal of Finance, September 1964) appeared after this paper was in final form and on its way to the printers. My first section, which parallels the first half of his paper (with corresponding conclusions), sets the algebraic framework for sections II, III and VI, (which have no counterpart in his paper) and for section IV on the equilibrium prices of risk assets, concerning which our results differ significantly for reasons which will be explored elsewhere. Sharpe does not take up the capital budgeting problem developed in section V below.] (1975)Linear statistical inference for global and local minimum variance portfolios (2008)Markowitz versus Michaud: Portfolio Optimization Strategies Reconsidered (2009)Copula-based Black–Litterman portfolio optimization (2021)The Performance of Mutual Funds in the Period 1945-1964 (1968)THE PERFORMANCE OF MUTUAL FUNDS IN THE PERIOD 1945–1964 (1968)The relationship between return and market value of common stocks (1981)Continuous Martingales and Brownian Motion (1999)Brownian Motion and Stochastic Calculus (2007)Misspecification of capital asset pricing (1981)Time to wealth goals in capital accumulation (2005)
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  • 1995Chapter 3 Capital growth theory69 cited
  • 1994Capturing the Correlations of Fixed-income Instruments65 cited
  • 2000Do constraints improve portfolio performance?52 cited
  • 1986A Half Century of Returns on Levered and Unlevered Portfolios of Stocks, Bonds, and Bills, With and Without Small Stocks51 cited
  • 1993A model for portfolio management with mortgage-backed securities47 cited
  • 1998A comparison of linear regression and neural network methods for predicting excess returns on large stocks45 cited
  • 1996A stochastic programming model for funding single premium deferred annuities45 cited
  • 1999Portfolio optimization via stochastic programming: Methods of output analysis44 cited
  • 2012On the History of the Growth-Optimal Portfolio35 cited
  • 1990Industry rotation in the U.S. stock market34 cited
  • 1995Gains From Diversifying Into Real Estate: Three Decades of Portfolio Returns Based on the Dynamic Investment Model34 cited

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