KETERKAITAN RG-ALJABAR DAN STRUKTUR GRUP
Abstract: In this paper is
discussed an algebraic structure which is called RG-algebra. The RG-algebra is
a subclass of BCI-algebra and a sub subclass of K-algebra. Therefore, everyRG-algebra
is a BCI-algebra, but conversly is not true. The RG-algebra andGroup Structure
have a relation. Its relation is RG-algebra can be constructed by
acommutativegroup and conversly commutativegroup can be constructed by a
RG-algebra. The RG-algebra is a K-algebra with commutativegroupas generator
group.
Penulis: Irwan Yudi
Kode Jurnal: jpmatematikadd140219
