Optimisasi Program Linear Pada Permasalahan Multikriteria Menggunakan Metode ε-constraint

Switamy Angnitha Purba, Trisno Afandi, Dinda Rizka Fadhillah, Sri Wahyuni, Ria Januarti


The purpose of this study is to solve multi-criteria problems using the ε-constraint method with the help of an excel solver. The multi-criteria optimization problem is an optimization problem that has more than one objective function. A multi-criteria optimization problem can be said to be a multiple criteria decision making (MCDM) if there is more than one thing that must be considered in the model as a goal or criterion. In general, the weighting method and the ε-constraint method are the most widely used. The weighting method converts a set of options into options by multiplying each option by the inventory weight. On the other hand, the ε-constraint method only saves one of the existing goals and limits the goals with a certain number of values to get an efficient limit.

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DOI: https://doi.org/10.36987/jpms.v9i2.4274


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JPMS (JURNAL PEMBELAJARAN DAN MATEMATIKA SIGMA) oleh Universitas Labuhanbatu disebarluaskan dibawah Lisensi Creative Commons Atribusi-NonKomersial-BerbagiSerupa 4.0 Internasional.