Vicenţiu Paşol

activity

20042026

most citedModular forms and period polynomials

48 citations · 72 across the 13 of their papers we have counts for

collaborators

Showing 2026 · math.NTShow all

3 papers · 2 filters

math.NT2026

On the second moment and non-vanishing of central values of Hecke $L$ -functions of $r$ -th order characters

Adrian Diaconu, Bogdan Ion, Vicenţiu Paşol +1

In this paper, we establish asymptotic formulas for the first and second twisted moments of $r$ -th order Hecke $L$ -functions over global fields that contain the $2 r$ -th roots of un…

math.NT2026

Transversal Difference Numbers in Finite Abelian Quotients

Mugurel Barcau, Vicenţiu Paşol, George C. Ţurcaş

Given $H\leq G$ finite abelian groups, a transversal $T\subseteq G$ for $G/H$ has fixed size $|G/H|$, but its ambient difference support $D(T)=T-T$ can vary with the embe…

math.NT2026

Logarithmic Density of Rank $\geq 1$ and Rank $\geq 2$ Genus-2 Jacobians and Applications to Hyperelliptic Curve Cryptography

Razvan Barbulescu, Mugurel Barcau, Vicentiu Pasol +1

In this work we study quantitative existence results for genus- $2$ curves over $Q$ whose Jacobians have Mordell--Weil rank at least $1$ or $2$ , ordering the curves by the…

On the second moment and non-vanishing of central values of Hecke L-functions of r-th order characters

Transversal Difference Numbers in Finite Abelian Quotients

Logarithmic Density of Rank ≥1 and Rank ≥2 Genus-2 Jacobians and Applications to Hyperelliptic Curve Cryptography

On the second moment and non-vanishing of central values of Hecke $L$ -functions of $r$ -th order characters

Logarithmic Density of Rank $\geq 1$ and Rank $\geq 2$ Genus-2 Jacobians and Applications to Hyperelliptic Curve Cryptography