Gönenç Onay

most cited

F_{p} ((X))

is decidable as a module over the ring of additive polynomials

2 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.LO2018

Valued Modules over Skew Polynomial Rings 2

Gönenç Onay

Following our first article, we continue to investigate ultrametic modules over a ring of twisted polynomials of the form $[K;\vfi]$, where $\vfi$ is a ring endomorphism of $K$ . Th…

math.LO2018★ 2 cited

$F_{p} ((X))$ is decidable as a module over the ring of additive polynomials

Gönenç Onay

Let $p$ be a prime number, $K$ be the henselization of the rational functions over the finite field $F_{p}$ and $R$ be the ring of additive polynomials over K. We show that…

math.LO2016★ 1 cited

Valued modules over skew polynomial rings 1

Gönenç Onay

We introduce a notion of valued module which is suitable to study valued fields of positive characteristic. Then we built-up a robust theory of henselianity in the language of valu…

Valued Modules over Skew Polynomial Rings 2

Fp​((X)) is decidable as a module over the ring of additive polynomials

Valued modules over skew polynomial rings 1

$F_{p} ((X))$ is decidable as a module over the ring of additive polynomials