The Properties of Prime Modulo Integer Matrices in Fermat^s Equation Ibnu Hadi (1,a), Yudi Mahatma (1,b), Devi Eka Wardani Meganingtyas (1,c), Ratna Widyati (1,d), Andi Tabina Maggusila Zain (1), Aurelia Adinda Setyo (1), Ulwan Qotadah (1), Vira Vinola Kharisma Alam (1)
1) Matematika-FMIPA, Universitas Negeri Jakarta
Jalan Rawamangun Muka, Jakarta Timur 13220, Indonesia
a)corresponding author: ibnu_hadi[at]unj.ac.id
b) yudi_mahatma[at]unj.ac.id,
c)deviekawm[at]unj.ac.id
d)ratna.widyati[at]unj.ac.id
Abstract
The Fermat^s equation can be applied in matrix. This paper discusses the properties of prime modulo integer matrices in this equation. We derive the properties on matrices using algrebaic concepts such as ring. Here we proposes some theorems associates with the propertis in matrices.
Keywords: Fermat^s equation, prime integer modulo matrices, ring,
