2004
DOI: 10.3386/w10458
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A Model of Housing in the Presence of Adjustment Costs: A Structural Interpretation of Habit Persistence

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Cited by 97 publications
(118 citation statements)
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“…In their model, both nondurable consumption and housing enter the utility function in a nonseparable way, and house price is explicitly stochastic and follows geometric Brownian motion. Flavin and Nakagawa (2008) also conclude that the market portfolio is mean‐variance efficient and traditional CAPM holds. They assume that the covariance matrix of the asset returns (including housing return) is block‐diagonal.…”
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confidence: 69%
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“…In their model, both nondurable consumption and housing enter the utility function in a nonseparable way, and house price is explicitly stochastic and follows geometric Brownian motion. Flavin and Nakagawa (2008) also conclude that the market portfolio is mean‐variance efficient and traditional CAPM holds. They assume that the covariance matrix of the asset returns (including housing return) is block‐diagonal.…”
mentioning
confidence: 69%
“…Moreover, their model has nothing to say about the characteristics of the market portfolio due to the nature of the representative agent framework. The current model, however, also aims at characterizing the market portfolio and comparing the results with Grossman and Laroque (1990) and Flavin and Nakagawa (2008). Although some pricing results of this article are similar to the results in Piazzesi, Schneider and Tuzel (2006), some differences are worth noting here.…”
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confidence: 85%
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