M. Andy Rudhito (1); Prof. Dr. Sri Wahyuni, S.U. (2); Dr.rer.nat. Ari Suparwanto, M.Si. (3); Frans Susilo (4)
Tanggal/Date
2011
Kata Kunci/Keyword
Abstrak/Abstract
This paper discusses the solution of systems of fuzzy number max-plus linear equations through the greatest fuzzy number subsolution of the system. We show that if entries of each column of the coecient matrix are not equal to infinite, the system has the greatest fuzzy number subsolution. The greatest fuzzy number subsolution of the system could be determined by first finding the greatest interval subsolution of the alpha-cuts of the system and then modifying it if needed, such that each its components is a family of alpha-cut of a fuzzy number. Then, based on the Decomposition Theorem on Fuzzy Set, we can determine the membership function of the elements of greatest subsolution of the system. If the greatest subsolution satisfies the system then it is a solution of the system.
Rumpun Ilmu
Matematika
Bahasa Asli/Original Language
English
Level
Nasional
Status
Dokumen Karya
No
Judul
Tipe Dokumen
Aksi
1
SYSTEMS OF FUZZY NUMBER MAX-PLUS LINEAR EQUATIONS.pdf
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2
Dokumen-Lengkap-SYSTEMS OF FUZZY NUMBER MAX-PLUS LINEAR EQUATIONS.pdf
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3
WoS-SYSTEMS OF FUZZY NUMBER MAX-PLUS LINEAR EQUATIONS.pdf
Dokumen Pendukung Karya Ilmiah (Hibah, Publikasi, Penelitian, Pengabdian)
4
SYSTEMS OF FUZZY NUMBER MAX-PLUS LINEAR EQUATIONS.pdf
