N. Carella

activity

20242026

collaborators

Showing 2026Show all

2 papers · 1 filter

math.GM2026

Least Consecutive Pair of Primitive Roots

N. A. Carella

Let $p > 1$ be a large prime number and let $x = O ((lo g p)^{2} (lo g lo g p)^{5}$ be a real number. It is proved that the least consecutive pair of primitive roots $u \neq = \pm 1, v^{2}$ and $u + 1$ …

math.GM2026

Equidistribution of Primitive Normal Elements in Finite Fields

N. A. Carella

Let $q = p^{k}$ be a prime power, let $n \geq 2$ be an integer and let $F_{q^{n}}$ be a finite field. It is shown that the set of primitive normal elements is a Salem set. Further…