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See it to believe it. Experimental evidence on status consumption among the youth

Published online by Cambridge University Press:  14 April 2025

Guillermo Alves
Affiliation:
CAF Development Bank of Latin America and the Caribbean, Buenos Aires
Martín Leites*
Affiliation:
Department of Economics Instituto de Economía, Universidad de la República, Montevideo 11200, Uruguay
Gonzalo Salas
Affiliation:
Department of Economics Instituto de Economía, Universidad de la República, Montevideo 11200, Uruguay
*
Corresponding author: Martín Leites; Email: martin.leites@fcea.edu.uy
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Abstract

We performed a field experiment in Uruguay in which a 20-year-old chooses between a socially visible and a non-socially visible good after a friend randomly received one of these goods or an unknown one. We find no differences in choices when the friend received the nonvisible good instead of the unknown one. However, decision-makers significantly changed their allocation when their friend received the visible good. Consistent with status concerns driving the results, those in a disadvantaged position consumed more and those in an advantaged position consumed less of the visible good. These findings constitute the first experimental evidence of Duesenberry’s demonstration effects and show that status consumption is a relevant phenomenon among the youth in a developing country setting.

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Type
Original Paper
Creative Commons
Creative Common License - CCCreative Common License - BYCreative Common License - NCCreative Common License - ND
This is an Open Access article, distributed under the terms of the Creative Commons Attribution-NonCommercial-NoDerivatives licence (http://creativecommons.org/licenses/by-nc-nd/4.0), which permits non-commercial re-use, distribution, and reproduction in any medium, provided that no alterations are made and the original article is properly cited. The written permission of Cambridge University Press must be obtained prior to any commercial use and/or adaptation of the article.
Copyright
© The Author(s), 2025. Published by Cambridge University Press on behalf of Economic Science Association.
Figure 0

Fig. 1 Experimental procedures

Figure 1

Table 1. Association with success in life and visibility of different goods

Figure 2

Table 2. Descriptive statistics. Characteristics of the Decision-makers and the pairs

Figure 3

Fig. 2 Average number of tickets assigned to the jewelry lottery by Decision-makers’ covariates. The dots indicate the average number of jewelry tickets chosen by Decision-makers, and the bars represent the respective 95% confidence intervals. The estimates are computed with the sample of Decision-makers whose Referring friend received the unknown good (224 observations)

Figure 4

Fig. 3 Reasons for assigning more tickets to the jewelry and mattress lotteries. The dots show the average response on a scale of 1–5 for each of 8 possible reasons the Decision-makers had for assigning more tickets to either the mattress or jewelry lotteries. The bars represent the 95% confidence interval for the mean. The eight reasons are (a) “Preferences”: participants respond that they prefer the good; (b) “Necessity”: participants respond that they prefer the good; (c) “Resale”: participants chose that good because it has a higher resale value; (d) “Useful and known”: participants chose that good because they know it and they know that it is more useful; (e) “More chance”: participants chose that good because they believe that it has a higher chance in the lottery; (f) “Social life: the good will improve their social life; (f) “The other useless”: chose that good because the other is useless; and (g) “Indifference”: indifferent between both goods. The estimates correspond to the sample of Decision-makers whose Referring friend received tickets for the unknown good lottery. In that sample of 224 participants, 74 assigned more tickets to the mattress lottery and 37 to the jewelry lottery. The rest assigned the same number of tickets to each lottery, and we did not ask them about their reasons

Figure 5

Fig. 4 Treatment effects on the number of tickets assigned to the jewelry lottery. Note: The graph shows the point estimates and 95% confidence intervals corresponding to estimating different versions of Equation 3. Table A4 in the Appendix provides additional estimation results. In all the regressions in the graph, the dependent variable is the number of tickets assigned to the jewelry lottery, all observations (N = 398) are considered, and the two binary variables indicating the jewelry and the mattress treatments are simultaneously included. In the regressions with heterogeneous effects, we further include the relevant interactions of both treatments. The colors correspond to each of the four different specifications. The second specification includes both treatment variables and their interaction with the variable that identifies whether the Decision-maker is in a better or worse/equal socioeconomic position with respect to the Referring friend. This position refers to the level of education of the parents of the members of the pair. We consider parents’ education in eight categories resulting from the interaction of the maximum level reached considering four levels (primary, secondary, technical, and university) with whether that maximum level was completed. The third specification is similar to the second, but the interaction is done with a binary variable indicating the sex of the Decision-maker. Both interactions, the one with the relative position and the one with the sex of the Decision-maker, are included in the fourth specification. In Table B6 in the Online Appendix, we present a robustness exercise considering a “Lower or Equal” interaction with four categories instead of eight. This exercise yields a very similar result. Since the dependent variable could be interpreted as being censored, Table B5 in the Online Appendix estimates the same specification using a two-tailed censored regression model (Tobit). The results are consistent with the ones in this figure

Figure 6

Fig. 5 Treatment effects on Decision-makers’ subjective relative position. Note: Each dot represents the coefficient estimate, while bars represent the 95% confidence interval. The coefficients are obtained from Table A5 of the Appendix, with the colors corresponding to each of the four different specifications. The second specification includes the treatment variable and the interaction of the treatment with the variable that identifies whether the Decision-maker is in a better or worse socioeconomic position with respect to the Referring friend. The third specification is similar to the previous one, but the interaction is with a binary variable indicating the sex of the Decision-maker. Both interactions are included in the fourth specification

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