Titlebook: Optimal Control Problems Arising in Mathematical Economics; Alexander J. Zaslavski Book 2022 The Editor(s) (if applicable) and The Author(

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https://doi.org/10.1007/978-981-16-9298-7Turnpike property; Infinite horizon problem; Good program; Overtaking optimal program; Stability

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Introduction,In this chapter we discuss turnpike properties and optimality criteria over an infinite horizon for two classes of dynamic optimization problems. Problems of the first class determine a general model of economic growth, while problems from the second class are related to the Robinson–Solow–Srinivasan model.

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Stability Results for Autonomous Problems,In this chapter we continue to study the class of autonomous optimal control problems considered in Chaps. . and .. For these optimal control problems the turnpike is a singleton. We show the stability of the turnpike phenomenon under small perturbations of the objective functions and the constraint maps.

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Models with Unbounded Endogenous Economic Growth,In this chapter we study optimal control problems related to a model of knowledge-based endogenous economic growth. We establish the existence of trajectories of unbounded economic growth and provide estimates for the growth rate.

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Alexander J. Zaslavski to “peaks on the back,” in reference to the animal’s dorsal crest and tail spine scales (Cree 2014). Once a thriving species, human encroachment and introduction of non-native predators caused the disappearance of wild tuatara from mainland New Zealand. Members survive in the wild on numerous offsh

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Alexander J. Zaslavskied for PMADs. The benefits and risks of treatments during pregnancy and lactation as well as potential long-term effects will be addressed. Specifically, evidence regarding risks of teratogenicity, obstetric and neonatal complications, and long-term developmental outcomes will be reviewed. General l

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