TY  - JOUR
N2  - The Green relations on semigroups have
been introduced by Howie [3]. They are right Green
relation  , left Green relation   and (two sided) Green
relation  . The right Green relation   is defined as
          
?

?
 
 , with
?

?
 denotes the right ideal
generated by an element   (or called the principle
right ideal generated by  . The definition of the left
Green relation     and the Green relation   are similar
to the definition of the right Green relation. In this
paper we will construct the definition of the fuzzy right
Green relation (denoted by  
 
 
), the fuzzy left Green
relation (denoted by  
 
) and the fuzzy Green relation
(denoted by  
 
) on a semigroup. First we define a
fuzzy ideal (right/left) generated by a fuzzy subset (a
fuzzy principle ideal) on a semigroup and their
examples. Based on the fuzzy principle ideal definition,
we define a fuzzy (right/left) Green relation on a
semigroup. The fuzzy subset   and   are fuzzy
(right/left) Green related if and only if the fuzzy
(right/left) ideal generated by   is equal to the fuzzy
(right/left) ideal generated by  .
UR  - http://eprints.uny.ac.id/47057/
ID  - UNY47057
KW  - Green relation
KW  -  fuzzy ideal
KW  -  fuzzy pricipal ideal
KW  - 
fuzzy Green relation
Y1  - 2016///
N1  - Laporan Hasil Penelitian Disertasi Doktor 2016
JF  - Artikel Penelitian Disertasi Doktor
TI  - SIFAT-SIFAT SEMIGRUP BENTUK BILINEAR TERURUT PARSIAL
 WEAKLY-REGULER, INTRA-REGULER DAN SEMISIMPEL 
DALAM BATASAN IDEAL FUZZY
A1  - Agus Maman, Abadi
A1  - Karyati, Karyati
AV  - public
ER  -