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I. Karatzas, J. Lehoczky, S. Shreve (1987)
Optimal portfolio and consumption decisions for a “small investor” on a finite horizonSiam Journal on Control and Optimization, 25
(1994)
An Asset Allocation Puzzle
James Litvack, B. Malkiel, R. Quandt (1974)
A Plan for the Definition of Endowment IncomeThe American Economic Review, 64
J. Harrison, S. Pliska (1981)
Martingales and stochastic integrals in the theory of continuous tradingStochastic Processes and their Applications, 11
R. Arnott, P. Bernstein (1997)
Bull Market? Bear Market?, 24
(2008)
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Henry Hansmann (1990)
Why Do Universities Have Endowments?The Journal of Legal Studies, 19
H. DybvigPhilip (1999)
Using Asset Allocation to Protect SpendingFinancial Analysts Journal, 55
J. Tobin (1974)
What Is Permanent Endowment IncomeThe American Economic Review, 64
J. Cox, Chi-Fu Huang (1989)
Optimal consumption and portfolio policies when asset prices follow a diffusion processJournal of Economic Theory, 49
Philip Dybvig (1995)
Dusenberry's Ratcheting of Consumption: Optimal Dynamic Consumption and Investment Given Intolerance for any Decline in Standard of LivingThe Review of Economic Studies, 62
Z. Bodie, R. Merton, William Samuelson (1992)
Labor Supply Flexibility and Portfolio Choice in a Life-Cycle ModelLabor: Supply & Demand
Isabelle Bajeux-Besnainou, J. Jordan, Roland Portait (2003)
Dynamic Asset Allocation for Stocks, Bonds, and CashThe Journal of Business, 76
F. Black, André Perold (1992)
Theory of constant proportion portfolio insuranceJournal of Economic Dynamics and Control, 16
F. Black, Myron Scholes (1973)
The Pricing of Options and Corporate LiabilitiesJournal of Political Economy, 81
(1991)
Optimal Investment Strategies for University Endowment Funds
Isabelle Bajeux-Besnainou, J. Jordan, Roland Portait (2001)
An Asset Allocation Puzzle: CommentThe American Economic Review, 91
Endowment fund managers face an asset allocation problem with several particularities: they are more interested in spending for current and future beneficiaries than growing value, although the trade-off between these two alternatives needs to be understood; they have to consider longest-term investment, typically an infinite horizon. We do address these allocation constraints in a dynamic framework where minimum subsistence levels (introducing the idea that a minimum spending amount needs to be made at every time period) are introduced in the objective function. We derive explicit formulas for the optimal spending stream, endowment value, spending rate and portfolio strategy in a simple Black/Scholes type economy. We analyze the effects of parameter changes on asset allocation decisions and provide simulations on bearish, median and bullish paths.
Review of Quantitative Finance and Accounting – Springer Journals
Published: Jan 1, 2006
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