NORMALISASI POSITIF SISTEM SINGULAR DISKRIT

Authors

  • RAKIB HABLULLAH
  • ZULAKMAL ZULAKMAL

DOI:

https://doi.org/10.25077/jmu.6.3.63-68.2017

Abstract

Suatu sistem singular diskrit dikatakan mempunyai solusi jika syarat regularitas terpenuhi. Pada tugas akhir ini, dinyatakan bahwa sistem singular diskrit dapat dinormalkan jika terdapat suatu vektor w(t) = −Ky(t + 1), sedemikian sehingga det(F + T K) 6= 0. Sistem singular diskrit normal dikatakan positif jika syarat matriks K ∈ Rm×n sedemikian sehingga det(F + T K) 6= 0 dan solusi dari sistem tersebut adalah positif. Kata Kunci: singular, monomial, rank, diskrit, normal, positif

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Published

03-11-2017

Issue

Vol. 6 No. 3 (2017)

Section

Articles

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