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$q$ skew polynomial ring (Definition)

If $(\sigma, \delta)$ is a $q$ -skew derivation on $R$ , then we say that the skew polynomial ring $R[\theta;\sigma,\delta]$ is a $q$ -skew polynomial ring.




"$q$ skew polynomial ring" is owned by antizeus.
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See Also: q skew derivation

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Cross-references: polynomial ring, skew polynomial ring

This is version 4 of $q$ skew polynomial ring, born on 2001-10-19, modified 2005-03-13.
Object id is 376, canonical name is QSkewPolynomialRing.
Accessed 2366 times total.

Classification:
AMS MSC16S36 (Associative rings and algebras :: Rings and algebras arising under various constructions :: Ordinary and skew polynomial rings and semigroup rings)

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