W. Mahboub

works on

key polynomials 2 henselization 1 limit key polynomials 1 MacLane theory 1 order type 1 rational function fields 1 regular complete sequences 1 transcendental extensions 1 valuation extensions 1 valued fields 1

From the 2 of 3 linked papers with an AI index.

most citedKey polynomials for simple extensions of valued fields

20 citations · 20 across the 3 of their papers we have counts for

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math.AC2026

Common extensions of valuations to rational function fields

Arpan Dutta, Wael Mahboub

The paper characterizes which K‑conjugates of a minimal pair define monomial valuations that extend a given valuation on a rational function field, and introduces regular limit key…

math.AC2026

Finite Generation in Polynomial Semirings

Mohammad El Asal, Wael Mahboub

We study the semiring $N_{0} [I^\pm]$ as an additive monoid where $I^\pm$ is a positive real algebraic number. In the atomic case, the atoms of $N_{0} [I^\pm]$ are precisely the…