DURABLE CONSUMPTION AS A STATUS GOOD: A STUDY OF NEOCLASSICAL CASES



provided by Research Papers in Economics

Durable Consumption as a Status Good: A Study of
Neoclassical Cases

Walter H. Fisher*

November 2003

Abstract

In this paper we extend the representative agent model of the consumer to in-
corporate durable consumption goods that generate status, where status depends on
relative consumption. The analysis is done in the neoclassical context. In the closed
economy framework both endogenous and
fixed employment cases are considered. A
small open economy version of the model is also developed. We derive the intertem-
poral equilibria and establish that in all instances they are saddlepoint stable. Among
our principle results, we show in the closed economy context with endogenous work
e
ffort that an increase in the degree of status preference raises durable consumption,
its stock, employment, and physical capital. These results extend, in general, to the
small open economy.

JEL Codes: D9, E21

Key Words: Status Seeking, Durable Consumption, Relative Consumption

Department of Economics and Finance, Institute for Advanced Studies (IHS), Stumper-
gasse 56, A-1060 Vienna, Austria (Ph: +43-159991-253; Fax: -555, Email:
fi[email protected]; URL:
www.ihs.ac.at/~fisher). Fisher acknowledges the useful advice and suggestions of Franz X. Hof and the
generous
financial support of the Oesterreichische Nationalbank (OeNB) (Jubiiaumsfondprojekt Nr. 8701).



More intriguing information

1. The name is absent
2. On the Desirability of Taxing Charitable Contributions
3. The Shepherd Sinfonia
4. Spatial patterns in intermunicipal Danish commuting
5. How much do Educational Outcomes Matter in OECD Countries?
6. Publication of Foreign Exchange Statistics by the Central Bank of Chile
7. On the Existence of the Moments of the Asymptotic Trace Statistic
8. New issues in Indian macro policy.
9. Recognizability of Individual Creative Style Within and Across Domains: Preliminary Studies
10. Update to a program for saving a model fit as a dataset