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doi: 10.1111/itor.12987
handle: 20.500.11769/518867
AbstractIn this paper, we present an optimization model for the management of the green area in order to find the optimal green surface to absorb CO2 emissions of industrialized cities. We obtain a minimization problem and the related variational inequality. We study the Lagrange theory to better understand the process that regulates the possible increase in green space. Then, we propose a computational procedure, based on the Euler method, to find the optimal solution to the variational inequality associated with our minimization problem and, finally, some numerical examples based on real scenarios.
green area, Strategy and Management, 2, emissions, CO\(_2\) emissions, Management Science and Operations Research, Computer Science Applications, CO, Management of Technology and Innovation, Lagrange theory, Business and International Management, Operations research, mathematical programming, variational inequalities
green area, Strategy and Management, 2, emissions, CO\(_2\) emissions, Management Science and Operations Research, Computer Science Applications, CO, Management of Technology and Innovation, Lagrange theory, Business and International Management, Operations research, mathematical programming, variational inequalities
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