@article{digilib18717,
          volume = {V.VIII},
          number = {No. 2},
           month = {October},
          author = {Amir Kamal AMIR},
           title = {PEMBENTUKAN GELANGGANG POLINOM MIRING DARI QUATERNION},
       publisher = {FAK. SAINTEK UIN SUNAN KALIJAGA},
            year = {2012},
         journal = {Kaunia Jurnal Sains dan Teknologi},
           pages = {99--106},
        keywords = {ring, commutative, skew, quaternion, polynomial},
             url = {https://digilib.uin-suka.ac.id/id/eprint/18717/},
        abstract = {Let R be any ring with identity 1, be an endomorphism of R and be a left
-derivation. The skew polynomial ring over R in an indeterminate x, denoted by
, is the set of polynomials where
with multiplication rule for all
Multiplication rule shows that the skew polynomial ring is a
noncommutative ring although R is commutative. Investigation for R is a
commutative have been done by many researchers. In this paper, it will be constructed
a skew polynomial ring , where R is a noncommutative ring. In this case, R
is real quaternion ring.
Keywords: ring, commutative, skew, quaternion, polynomial}
}