Alvarez Gil, Nicolas (2020): Data accompanying the research on CGL Scheduling Problem. Version 1. 4TU.ResearchData. dataset. https://doi.org/10.4121/uuid:91a72f0a-d94b-416e-a22b-485b9b1b4277

Dataset

• Manufacturing Engineering
• Applied Mathematics

Combinatorial optimization, Continuous Galvanizing Line (CGL), Scheduling, Steel industry

CC0

RefWorks, BibTeX, Reference Manager, Endnote, DataCite, NLM, DC, CFF

by Nicolas Alvarez Gil

These instances are the real cost matrices of a continuous galvanizing line of a Spanish steel company. The element (i,j) of the matrix represent the cost of producing coil i right before coil j. If a value (i,j) is equal to -1, it means that the transition from coil i to coil j is forbidden. The problem consists in finding the minimun cost hamiltonian path (i.e. a minimun cost feasible sequence)

• 2020-02-11 first online, published, posted

4TU.Centre for Research Data

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University of Oviedo