D. Thompson

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20202026

most citedThe norm of a skew polynomial

1 citations · 2 across the 6 of their papers we have counts for

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math.RA2021

Division algebras and MRD codes from skew polynomials

Daniel Thompson, Susanne Pumpluen

Let $D$ be a division algebra, finite-dimensional over its center, and $R = D [t; σ, δ]$ a skew polynomial ring. Using skew polynomials $f \in R$ , we construct division algebras and a ge…

math.RA2020★ 1 cited

The norm of a skew polynomial

Susanne Pumpluen, Daniel Thompson

Let $D$ be a finite-dimensional division algebra over its center and $R = D [t; σ, δ]$ a skew polynomial ring. Under certain assumptions on $δ$ and $σ$ , the ring of central quotients $D…