Journal of Real Estate Portfolio Management · 2005 · 45 citations · 17 references
BusinessEconomicsReal EstateCommercial Real EstateReal Estate EconomicsReal Estate InvestmentAsset AllocationInvestmentReal Estate ReturnReal Estate RiskReturn AnalysisRisk-return AnalysisAsset Allocation Under RiskCommercial Real Estate MarketsDownside Risk AnalysisMean-variance AnalysisReal Estate Investment Analysis
Executive Summary. Quantitative models of asset allocation are increasingly used by institutional commercial real estate investors as a guide for investment strategy. Real estate as an asset class, however, does not conform well to many of the assumptions underlying standard mean-variance optimization. This paper outlines a model of allocation that addresses two important “real world” violations of these assumptions. First, the assumption that returns are normally distributed is relaxed; instead, returns are modeled using a distribution that allows for both the “fat-tailed” behavior and skewness seen in asset returns. Second, an alternative to the traditional MPT optimizer is employed—the so called “downside deviation” model—that better reflects the observed behavior of investors.
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Continuous Univariate Distributions.
Yasuhiro Omori, Norman L. Johnson, S. Kotz et al. · Journal of the American Statistical Association · 1995 · 9.3K citations