1993
DOI: 10.1007/bf01144780
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Modelling quantitative trade restrictions: Rationing in the Rotterdam model

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Cited by 3 publications
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“…Although the problem of unavailability of appropriate price data is well-known and has been widely discussed, it has not yet been satisfactorily addressed, to our knowledge, especially in the context of an aggregate import demand function (see the discussion in Ghei and Pritchett (1999)). Some important progress have been made in the estimation of disaggregate import demand under foreign exchange constraint or quantitative restrictions that use the Neary-Roberts (1980) framework where at least some of the imported goods are not constrained (see, Bertola and Faini (1990), and Winters and Brenton (1993)). In contrast, the standard model with income and relative price has been, and still is, the work-horse for modeling the aggregate import demand in developing countries.…”
Section: Introductionmentioning
confidence: 99%
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“…Although the problem of unavailability of appropriate price data is well-known and has been widely discussed, it has not yet been satisfactorily addressed, to our knowledge, especially in the context of an aggregate import demand function (see the discussion in Ghei and Pritchett (1999)). Some important progress have been made in the estimation of disaggregate import demand under foreign exchange constraint or quantitative restrictions that use the Neary-Roberts (1980) framework where at least some of the imported goods are not constrained (see, Bertola and Faini (1990), and Winters and Brenton (1993)). In contrast, the standard model with income and relative price has been, and still is, the work-horse for modeling the aggregate import demand in developing countries.…”
Section: Introductionmentioning
confidence: 99%
“…This is the "market clearing model" to use the phrase ofWinters and Brenton (1993) where the secondary market clears at the equilibrium price. The model developed in this paper remains equally valid if instead the "rationing model" (in their terminology again) is applicable where the secondary market is thin or non-existent, and the appropriate scarcity prices are the "virtual prices"á laNeary and Roberts (1980), as long as the representative agent assumption is entertained.…”
mentioning
confidence: 99%