2003
DOI: 10.1016/s0022-0531(03)00034-6
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On the minimum degree of returns to scale in sunspot models of the business cycle

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Cited by 45 publications
(41 citation statements)
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“…In our calibration exercise, indeterminacy occurs with constant returns technology if the consumption of the unemployed is less than 2 Our work is closely related to Bennett and Farmer (2000), who have emphasized the potential importance of a downward sloping Frisch labor supply curve to generate indeterminacy. As shown by Hintermaier (2003) and Nakajima (2001), however, as long as utility is concave between consumption and leisure, the Frisch labor supply curve cannot slope down. Here, the Frisch NSC is downward sloping in spite of the concavity of the utility function.…”
Section: Introductionmentioning
confidence: 99%
“…In our calibration exercise, indeterminacy occurs with constant returns technology if the consumption of the unemployed is less than 2 Our work is closely related to Bennett and Farmer (2000), who have emphasized the potential importance of a downward sloping Frisch labor supply curve to generate indeterminacy. As shown by Hintermaier (2003) and Nakajima (2001), however, as long as utility is concave between consumption and leisure, the Frisch labor supply curve cannot slope down. Here, the Frisch NSC is downward sloping in spite of the concavity of the utility function.…”
Section: Introductionmentioning
confidence: 99%
“…Using (22) and (23) and considering that z * = µm * and v * = c * /m * , we derive at the steady state ψ(m * ) = µ−β βv * (36) 15 We have indeed under Assumption 5: dkt+1/dkt = 1 − δ + dyt/dkt = 1 − δ + 1/b ≈ 0. 16 See Hintermaier [19,20] and Pintus [25].…”
Section: Kpr Preferencesmentioning
confidence: 99%
“…Bennett and Farmer [5] have argued that non-separable utility is a key element to achieve this objective. However, Hintermaier [6] has recently shown that assuming CobbDouglas technology and a downward-sloping labor demand rules out local indeterminacy, in contrast with the examples by Bennett and Farmer [5] which turn out to violate concavity. On the other hand, Pintus [9] has stressed that local indeterminacy may occur with small externalities (and downward-sloping labor demand): this requires both risk aversion to be small enough (very close to zero, indeed, for reasonable parameter values) and input substitutability to be large enough (greater than two).…”
Section: Introductionmentioning
confidence: 96%
“…However, he assumes that utility is separable in consumption and leisure. Taking all recent results together, one wonders whether or not departing from Cobb-Douglas technology (which is key in Pintus [9]) may overturn the result by Hintermaier [6] and reconcile local indeterminacy with small externalities, in the spirit of the examples with low risk aversion studied in Bennett and Farmer [5].…”
Section: Introductionmentioning
confidence: 99%