TY  - JOUR
ID  - digilib25403
UR  - https://digilib.uin-suka.ac.id/id/eprint/25403/
IS  - No. 2
A1  - Wardati, Khurul
A1  - Musthofa, Muhammad Wakhid
N2  - A ring structure is formed from a non-empty set completed by two binary
operations and satisfies a number of axioms. If the set of ring is a normed space, a
normed ring concept will be formed. The characteristics of a normed ring (algebra)
will be consistent with the characteristics of ring in general; and one of the
characteristics is the concept of homomorphism.
This article will discuss continuous homomorphism and regular
representation in the normed ring. This article will show that the continuous
homomorphism in the normed ring can be used as a continuous homomorphism in
the respective completion normed ring. Finally, it is also demonstrated that a left/
right regular representation of normed ring is a also a continuous homomorphism/
anti-homomorphism.
Kata Kunci: ring, ruang bernorma, ring bernorma, homorfisma kontinu., , Burhanudin ArifNurnugroho
VL  - Vol. 5
TI  - HOMOMORFISMA KONTINU DAN REPRESENTASI REGULER
PADA RING BERNORMA
AV  - public
EP  - 125
Y1  - 2009/10/02/
PB  - FAK. SAINTEK UIN SUNAN KALIJAGA
JF  - Kaunia Jurnal Sains dan Teknologi
KW  - HOMOMORFISMA
KW  -  KONTINU
KW  -  REPRESENTASI REGULER
PADA RING BERNORMA
SN  - 2301-8550
SP  - 113
ER  -