activity
20112025
most citedFinding Orientations of Supersingular Elliptic Curves and Quaternion Orders

7 citations · 7 across the 3 of their papers we have counts for

collaborators

7 papers

cs.CR2025

A Gentle Introduction to Blind signatures: From RSA to Lattice-based Cryptography

Aditya Bhardwaj, Péter Kutas

Blind signatures were first introduced by David Chaum. They allow a user to have a message signed by a signer without revealing the message itself. This property is particularly us…

cs.CR2024

SQIAsignHD: SQIsignHD Adaptor Signature

Farzin Renan, Péter Kutas

Adaptor signatures can be viewed as a generalized form of standard digital signature schemes by linking message authentication to the disclosure of a secret value. As a recent cryp…

math.NT2023★ 7 cited

Finding Orientations of Supersingular Elliptic Curves and Quaternion Orders

Sarah Arpin, James Clements, Pierrick Dartois +3

Orientations of supersingular elliptic curves encode the information of an endomorphism of the curve. Computing the full endomorphism ring is a known hard problem, so one might con…

cs.CR2023

Hidden Stabilizers, the Isogeny To Endomorphism Ring Problem and the Cryptanalysis of pSIDH

Mingjie Chen, Muhammad Imran, Gábor Ivanyos +3

The Isogeny to Endomorphism Ring Problem (IsERP) asks to compute the endomorphism ring of the codomain of an isogeny between supersingular curves in characteristic given only a…

math.NT2020

Improved torsion point attacks on SIDH variants

Victoria de Quehen, Péter Kutas, Chris Leonardi +4

SIDH is a post-quantum key exchange algorithm based on the presumed difficulty of finding isogenies between supersingular elliptic curves. However, SIDH and related cryptosystems a…

math.RA2018

An identification system based on the explicit isomorphism problem

Sándor Z. Kiss, Péter Kutas

We propose a new identification system based on algorithmic problems related to computing isomorphisms between central simple algebras. We design a statistical zero knowledge proto…

math.NT2011

Cubes of integral vectors in dimension four

Emil W. Kiss, Péter Kutas

A system of nonzero vectors in is called an -icube if they are pairwise orthogonal and have the same length. The paper describes -icubes in …