Omar Kihel

most citedOn certain

D (9)

and

D (64)

Diophantine triples

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

collaborators

2 papers

math.NT2026★ 1 cited

On certain $D (9)$ and $D (64)$ Diophantine triples

Benjamin Earp-Lynch, Simon Earp-Lynch, Omar Kihel

A set of $m$ distinct positive integers ${a_{1}, \dots a_{m}}$ is called a $D (q)$ - $m$ -tuple for nonzero integer $q$ if the product of any two increased by $q$ , $a_{i} a_{j} + q$ , $i\…

math.NT2022

Prime rational functions over a field

Eva Goedhart, Omar Kihel, Jesse Larone

The aim of this paper is to provide sufficient conditions for when a polynomial or rational function over a field K is prime using its order of vanishing at infinity and the result…

On certain D(9) and D(64) Diophantine triples

Prime rational functions over a field

On certain $D (9)$ and $D (64)$ Diophantine triples