Georgios Papas

activity

20192026

most citedSome cases of the Zilber-Pink conjecture for curves in

A_{g}

3 citations · 3 across the 11 of their papers we have counts for

collaborators

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4 papers · 1 filter

math.NT2025

$G$ -functions and quaternionic multiplication in $A_{2}$

Georgios Papas

We consider $G$ -functions associated with one--parameter families of principally polarized abelian surfaces. We construct relations among their values at QM points, under the assum…

math.NT2025

On the $v$ -adic values of $G$ -functions

Georgios Papas

We study $G$ -functions centered at smooth fibers of one--parameter families of principally polarized abelian varieties. Building on work of Yves André, we associate to such familie…

math.NT2025

Local values of G-functions at CM points

Georgios Papas

We study G-functions attached to one--parameter families of elliptic curves centered at a CM point. Using de Rham--Betti and de Rham--crystalline period matrices, we construct non-…

math.NT2025

Some new cases of Zilber-Pink in $Y (1)^{3}$

Christopher Daw, Martin Orr, Georgios Papas

We prove the Zilber-Pink conjecture for curves in $Y (1)^{3}$ that intersect a modular curve in the boundary. We also give an unconditional result for unlikely intersection points hav…

G-functions and quaternionic multiplication in A2​

On the v-adic values of G-functions

Local values of G-functions at CM points

Some new cases of Zilber-Pink in Y(1)3

$G$ -functions and quaternionic multiplication in $A_{2}$

On the $v$ -adic values of $G$ -functions

Some new cases of Zilber-Pink in $Y (1)^{3}$