The aim of this article is to solve the system XA= Y, where A=(ai, j)∈ M n× m (S), Y∈ S m
and X is an unknown vector of a size n, with S being an additively idempotent semiring. If the …

In the modern era, tropical cryptographic algorithms can be effectively deciphered through
the application of tropical linear systems. The solvability of these systems is determined by …

Imre Simon [2], a Brazilian mathematician and computer scientist, was the first who brought
tropical geometry into the literature. French mathematicians coined the term “tropical” to …

Pada makalah ini dibahas simetrasasi pada aljabar min-plus. Tujuan dari penelitian ini
adalah mengonstruksi bentuk negatif dan setimbang dari setiap elemen pada aljabar min …

In this paper, we discuss and analyze methods for solving a system of linear equations over
idempotent semifields. The first method is based on the pseudo-inverse of the system matrix …