Open AccessGELANGGANG ARTIN
Author(s) -
Imelda Fauziah,
Noza Noliza Bakar,
. Zulakmal
Publication year - 2013
Publication title -
jurnal matematika unand/jurnal matematika unand
Language(s) - English
Resource type - Journals
eISSN - 2721-9410
pISSN - 2303-291X
DOI - 10.25077/jmu.2.2.108-114.2013
Subject(s) - ring (chemistry) , mathematics , associative property , distributive property , binary operation , element (criminal law) , multiplication (music) , abelian group , combinatorics , pure mathematics , discrete mathematics , law , political science , chemistry , organic chemistry
A nonempty set R is said to be a ring if we can dene two binary operationsin R, denoted by + and respectively, such that for all a; b; c 2 R, R is an Abelian groupunder addition, closed under multiplication, and satisfy the associative law under multi-plication and distributive law. Let R be a ring. R is an Artin ring if every nonempty setof ideals has the minimal element. In this paper, the Artin ring and some characteristicsof it will be discussed.