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solved using a Mixed Integer Linear Programming (MILP) model. The MILP model represents the organizational structure of the … staff plan for the university is solved by the MILP model considering a time horizon of 8 years. For this time horizon, the …
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Purpose: Political parties spend significant amounts of resources during their election campaigns, which are usually designed in a sub-optimal and informal way. This study aims to provide a mathematical framework for political parties to optimize their election campaigns, so that they can...
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We consider an economy in which competitive firms use three technologies for electricity production: pollutive fossils, intermittent renewables like wind or solar, and storage. We determine optimal subsidies for renewables and storage capacities when carbon pricing is imperfect. This policy is...
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