Most of the empirical work in the Euler equation tradition in the consumption literature, that addressed the issue of liquidity constraints, has tested the hypotheses of Excess sensitivity and Liquidity constraints, with the sample selection based on a single exogenous criterion. Such a method will give misleading inferences, if the sample selection criterion is correlated with the Euler equation errors. In this paper, an attempt is made to correct for the sample selection bias and estimate the probability of a household being constrained simultaneously with the Euler equation parameters. Using the Additional Rural Incomes Survey (ARIS) data on rural Indian households, I find that consumption is excessively sensitive to income changes for constrained than for the unconstrained. In addition, I also find that consumption responds asymmetrically to positive and negative changes in income indicating a preference asymmetry for the unconstrained and binding liquidity constraints for the constrained group.
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