A note on estimates for the growth order of sequences of multiple rectangular Fourier sums |
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Authors: | N. Yu. Antonov |
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Affiliation: | 1.Steklov Mathematical Institute of the Russian Academy of Sciences,Moscow,Russia;2.International Institute for Applied Systems Analysis,Laxenburg,Austria;3.Steklov Mathematical Institute of the Russian Academy of Sciences,Moscow,Russia;4.Fortum Corporation,Fortum,Finland;5.Helsinki Center of Economic Research,University of Helsinki,Helsinki,Finland |
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Abstract: | We develop an optimal growth model of an open economy that uses both an old (“dirty” or “polluting”) technology and a new (“clean”) technology simultaneously. A planner of the economy expects the occurrence of a random shock that increases sharply abatement costs in the dirty sector. Assuming that the probability of an exogenous environmental shock is distributed according to the exponential law, we use Pontryagin’s maximum principle to find the optimal investment and consumption policies for the economy. |
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