2017
DOI: 10.1007/s00199-017-1062-z
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Internalizing fertility and education externalities on capital returns

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Cited by 8 publications
(7 citation statements)
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“…As noted byDávila (2018) given this budget constraint the social planner could in principle choose a high enough fertility to sustain an unbounded inflow of capital from abroad thus making the budget constraint not convex and the maximization problem undefined. Thus to rule out Ponzi games, which would also be incompatible with a small open economy assumption(Kolmar, 1997), we assume the following no-Ponzi-scheme condition on foreign debt holds:lim T →∞ 1 1 + r T d T +1 T t=0 n t ≤ 0(5)…”
mentioning
confidence: 99%
“…As noted byDávila (2018) given this budget constraint the social planner could in principle choose a high enough fertility to sustain an unbounded inflow of capital from abroad thus making the budget constraint not convex and the maximization problem undefined. Thus to rule out Ponzi games, which would also be incompatible with a small open economy assumption(Kolmar, 1997), we assume the following no-Ponzi-scheme condition on foreign debt holds:lim T →∞ 1 1 + r T d T +1 T t=0 n t ≤ 0(5)…”
mentioning
confidence: 99%
“…5 As noted by Dávila (2018) given this budget constraint the social planner could in principle choose a high enough fertility to sustain an unbounded inflow of capital from abroad thus making the budget constraint not convex and the maximization problem undefined. Thus to rule out Ponzi games, which would also be incompatible with a small open economy assumption (Kolmar, 1997), we assume the following no-Ponzi-scheme condition on foreign debt holds:…”
Section: The First-best Solutionmentioning
confidence: 99%
“…Thus, the existence of the optimal steady-state as well as it being the unique allocation satisfying first-order conditions for optimality is not always a given, and, we need to assume that. Other papers have also shown the sufficiency of the first-order conditions under certain assumptions on functional forms in their framework, see, for example, Dávila (2018) and Abio et al (2004).…”
mentioning
confidence: 99%