1994
DOI: 10.1086/261937
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On Testing for Full Insurance using Consumer Expenditure Survey Data

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Cited by 98 publications
(64 citation statements)
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“…In terms of the total consumption, the sensitivity to household income (β 2 ) is fairly similar between the two countries. While it is 0.06 in our case (see Table 4), those based on US data indicate that the sensitivity is 0.04 in Mace [1991], 0.05 in Cochrane [1991], and 0.05 in Nelson [1994]. Given that our sample size is much larger than theirs, our estimation obtains more precise estimates for the sensitivity.…”
Section: Estimation Results the First Panel (Panel A) Ofcontrasting
confidence: 57%
See 1 more Smart Citation
“…In terms of the total consumption, the sensitivity to household income (β 2 ) is fairly similar between the two countries. While it is 0.06 in our case (see Table 4), those based on US data indicate that the sensitivity is 0.04 in Mace [1991], 0.05 in Cochrane [1991], and 0.05 in Nelson [1994]. Given that our sample size is much larger than theirs, our estimation obtains more precise estimates for the sensitivity.…”
Section: Estimation Results the First Panel (Panel A) Ofcontrasting
confidence: 57%
“…Among a few empirical studies on consumption behavior using panel data sets on Japanese households, Hayashi [1985a, 1 Among the empirical studies using US micro household data, empirical results are mixed. Using the same data source (Consumer Expenditure Survey Data), for example, Mace [1991] supported the full insurance hypothesis, while Nelson [1994] rejected it, based on more accurate measurements of consumption and income.…”
mentioning
confidence: 98%
“…Townsend (1994) reports evidence against the consumption insurance hypothesis using household-level panel data for three Indian villages. Mace (199i) finds only mild evidence against the consumption insurance hypothesis using household-level data from the CEX, but Attanasio and Weber (1992) and Nelson (1994) show that careful treatment of measurement issues leads to sharp rejections of the consumption insurance hypothesis in her data. In other related work, Altonji et al (1992) reject the hypothesis of complete risk sharing among extended family members, and Lewis (1993) investigates whether the pattern of aggregate consumption growth rates among countries conforms to the full insurance hypothesis.…”
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confidence: 98%
“…We assume that in the two agent economy incomes are perfectly negatively correlated 33 , so that if agent 1 has income y l , agent 2 has income y h and vice versa. 34 Consequently, as in the continuum economy, average income in the economy is nonstochastic and equal to 1.…”
Section: Qualitative Features Of the Efficient Allocationmentioning
confidence: 99%