Aljabar Maxplus dan Aplikasinya : Model Sistem Antrian

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Subiono Subiono

Abstract

Dalam paper ini dibahas pengertian dari aljabar ma-xplus dan beberapa sifat-sifatnya serta diberikan suatu contoh aplikasi dari aljabar maxplus. Selanjutnya dibahas suatu model sistem antrian satu server dalam aljabar maxplus.

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How to Cite
Subiono Subiono. (2025). Aljabar Maxplus dan Aplikasinya : Model Sistem Antrian. Limits: Journal of Mathematics and Its Applications, 6(1), 49. Retrieved from https://journal.its.ac.id/index.php/limits/article/view/5247
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References

F. Baccelli, G. Cohen, G.J. olsder, and J.-P. Quadrat, 1992, Synchronization and linearity: an algebra for discrete event systems, Wiley.

B. Heidergott, G.J. olsder, and J. van der Woude, 2006, Max Plus at Work Modell ing and Analysis of Synchronized Systems: A Course on Max-Plus Algebra and Its Applications, Princeton University Press

C. Cassandras and S. Lafortune, 1999, Introduction to Discrete Event Systems, Kluwer Academic Publisher.

Subiono, 2000, On classes of min-max-plus systems and their application, PhD Thesis, Delft University of Technology, the Netherlands.

Subiono and J. van der Woude, 2000, Power Algorithms for (max,+)and bipartite (min,max,+)-systems, Discrete Event Dynamic Systems: Theory and Applications, 10(4):369-389.

Subiono, 2000, Operator linier dalam aljabar max plus dan terapannya, Proceeding SEMINAR NASIONAL MATEMATIKA: Peran Matematika Memasuki Milenium III, ITS-Surabaya.

Subiono, 2001, Terapan aljabar max-plus pada proses produksiperakitan, Seminar Nasional Matematika, UGM-Jogya.

Subiono, 2002, Pemodelan suatu sistem jaringan kereta dengan menggunakan jadwal keberangkatan kereta, Jounal Natural vol.6, pp.172177.

Subiono, Dieky Adzkiya, 2009, Max-Plus Algebra Toolbox, ver. 1.0.1, Jurusan Matematika ITS, Surabaya.