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All Journal Jurnal Penelitian Sains
Samsuryadi Samsuryadi
Jurusan Matematika, Universitas Sriwijaya
Chemistry Mathematics Physics

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Fuzzy Nonlinier Mix-Integer Goal Programming with Genetic Algorithms Samsuryadi Samsuryadi
Jurnal Penelitian Sains No 13 (2003)
Publisher : Faculty of Mathtmatics and Natural Sciences

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (464.917 KB) | DOI: 10.56064/jps.v0i13.304

Abstract

System’s reability optimization problems are modeled using fuzzy nonlinier mix-integer goal programming problems, involving imprecise nonlinier mix-integer information. Furthermore, fuzzy nonlinier mix-integer goal programming is transformed into nonlinier mix-integer programming problem and the problem i solved using genetic algorithms by means of Matlab 5.3 software. The results or genetic algorithms with operator arithmetic crossover are the large of initial population number does not give the better fitness and the more generation numbers will result more high fitness.
Solusi Program Linier Dengan Algoritma Interior Point Menggunakan Matlab Sugandi Yahdin; Samsuryadi Samsuryadi
Jurnal Penelitian Sains No 11 (2002)
Publisher : Faculty of Mathtmatics and Natural Sciences

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (3243.708 KB) | DOI: 10.56064/jps.v0i11.315

Abstract

Tulisan ini membahas penentuan solusi masalah program linier dengan pendekatan Algoritma Interior Point dengan merancang dan membuat program Matlabnya. Hasil program dapat menyelesaikan berbagai masalah program linier secara umum dengan mudah, teliti dan cepat, kecuali masalah transportasi dan program bilangan bulat.
Kajian Program Linier Fuzzy Samsuryadi Samsuryadi
Jurnal Penelitian Sains No 11 (2002)
Publisher : Faculty of Mathtmatics and Natural Sciences

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (3682.989 KB) | DOI: 10.56064/jps.v0i11.316

Abstract

Kajian ini membahas beberapa bentuk Program Linier Fuzzy dengan sumber fuzzy atau kendala fuzzy atau fungsi tujuan fuzzy menggunakan fungsi keanggotaan trianguler atau segitiga, selanjutnya hasil diubah ke bantuk Program Linier Konvensional atau Biasa. Solusinya dapat diperoleh dengan metode seperti yang digunakan dalam Program Linier Fungsi yang dibahas.
Co-Authors Sugandi Yahdin