Let R be any ring with identity 1, σ be an endomorphism and δ be a left σ-derivation. In this paper, we will investigate the centre of some skew polynomial rings in the case when R is a commutative domain and σ is anautomorphism. More precisely, let D be a commutative domain with its quotient field K and σ be an automorphism of D. Then, we will show that intersection of the centre of skew polynomial rings D[x;σ] and D[x;σ,δ].
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