Nejib Ghanmi

collaborators

4 papers

math.NT2019

Connections on the Rational Korselt Set of pq

Nejib Ghanmi

For a positive integer $N$ and $A$ a subset of $Q$ , let $A$ - $K S (N)$ denote the set of $α = \frac{α _{1}}{α _{2}} \in A ∖ {0, N}$ v…

math.NT2019

Korselt Rational Bases and Sets

Nejib Ghanmi

For a positive integer $N$ and $A$ a subset of $Q$ , let $A$ - $K S (N)$ denote the set of $α = \frac{α _{1}}{α _{2}} \in A ∖ {0, N}$ v…

math.NT2018

Korselt Rational Bases of Prime Powers

Nejib Ghanmi

Let $N$ be a positive integer, $A$ be a subset of $Q$ and $α = \frac{α _{1}}{α _{2}} \in A ∖ {0, N}$ . $N$ is called an $α$ -Korselt number (equivalent…

math.NT2018

The $Q$ -Korselt Set of $pq$

Nejib Ghanmi

Let $N$ be a positive integer, $A$ be a nonempty subset of $Q$ and $α = \frac{α _{1}}{α _{2}} \in A ∖ {0, N}$ . $α$ is called an $N$ -Korselt base (equ…

Connections on the Rational Korselt Set of pq

Korselt Rational Bases and Sets

Korselt Rational Bases of Prime Powers

The Q-Korselt Set of pq

The $Q$ -Korselt Set of $pq$