Optimasi Pemilihan Komponen Terbaik untuk Perakitan Skateboard dengan Algoritma Genetika Berbasis Java pada Toko DSRuntul

Authors

  • Reni Utami Teknik dan Informatika, Universitas Dian Nusantara
  • Irfan Nurdiansyah Teknik dan Informatika, Universitas Dian Nusantara

DOI:

https://doi.org/10.54367/means.v11i1.6182

Keywords:

Genetic Algorithm, Roulette Wheel Selection, One Point Crossover, Random Mutation, Skateboard Components

Abstract

Along with the development of skateboarding and advances in information technology, consumers are now smarter in purchasing. Consumers prefer assembled skateboards because consumers can get skateboard components according to their wishes. The problem faced by the Dsruntul Store is that it still sells complete skateboards. This can cause consumers to be unable to choose the desired skateboard components. As for the assembly according to consumer demand, the assembly still uses the conventional method of selecting each skateboard component one by one. This problem can be overcome by the existence of an application that is able to search for the selection of skateboard component combinations from each type of skateboard component according to the consumer's budget and the desired specific component criteria effectively and efficiently. In this application, the Genetic Algorithm method will be applied, which is an optimization method that can provide alternative solutions to a problem that is adapted to the genetic process of biological organisms based on Charles Darwin's theory of evolution. The coding technique used in determining skateboard components is integer representation, the selection used is roulette wheel selection, the crossover used is one point crossover and the mutation used is random mutation.

References

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Published

2026-07-12

How to Cite

Reni Utami, & Irfan Nurdiansyah. (2026). Optimasi Pemilihan Komponen Terbaik untuk Perakitan Skateboard dengan Algoritma Genetika Berbasis Java pada Toko DSRuntul. MEANS (Media Informasi Analisa Dan Sistem), 11(1), 20–28. https://doi.org/10.54367/means.v11i1.6182

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