K. Draziotis

activity

20092023

most citedAn Effective Version of Chevalley-Weil Theorem for Projective Plane Curves

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

collaborators

3 papers

cs.CR2023★ 1 cited

Message Recovery Attack in NTRU through VFK Lattices

Eirini Poimenidou, Marios Adamoudis, Konstantinos A. Draziotis +1

In the present paper, we implement a message recovery attack to all variants of the NTRU cryptosystem. Our approach involves a reduction from the NTRU-lattice to a Voronoi First Ki…

math.NT2022

Descent methods for studying integer points on $y^{n} = f (x) g (x), n \geq 2$

K. A. Draziotis

We study the integer points on superelliptic and hyperelliptic curves of the form $y^{n} = f (x) g (x),$ $n \geq 2, deg f + deg g \geq 4.$

math.AG2009★ 2 cited

An Effective Version of Chevalley-Weil Theorem for Projective Plane Curves

Konstantinos Draziotis, Dimitrios Poulakis

We obtain a quantitative version of the classical Chevalley-Weil theorem for curves. Let $ϕ : C ~ \to C$ be an unramified morphism of non-singular plane projective curves defi…

Message Recovery Attack in NTRU through VFK Lattices

Descent methods for studying integer points on yn=f(x)g(x), n≥2

An Effective Version of Chevalley-Weil Theorem for Projective Plane Curves

Descent methods for studying integer points on $y^{n} = f (x) g (x), n \geq 2$