activity
20232025
most citedCharacterising semi-Clifford gates using algebraic sets

2 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

math.NT2025

Double-orientations on supersingular isogeny graphs

Do Eon Cha, Imin Chen

We recall and define various kinds of supersingular -isogeny graphs and precise graph isomorphism with a corresponding quaternion -ideal graph. In particular, we introd…

math.NT2025

Revisiting the Fermat-type equation

Nicolas Billerey, Imin Chen, Lassina Dembélé +2

We solve the Fermat-type equation \[ x^{13} + y^{13} = 3 z^7, \qquad \gcd(x,y,z) = 1 \] combining a unit sieve, the multi-Frey modular method, level raising, computations of system…

math.NT2025

A note on conductors of Frey representations at

Imin Chen, Lucas Villagra Torcomian

In 2000, Darmon introduced the notion of Frey representations within the framework of the modular method for studying the generalized Fermat equation. A central step in this progra…

math.NT2025

Darmon's Program: A survey

Imin Chen, Angelos Koutsianas

We give an overview of Darmon's program for resolving families of generalized Fermat equations with one varying exponent and survey what is currently known about this approach base…

math.NT2024

Improved bounds for Serre's open image theorem

Imin Chen, Joshua Swidinsky

Let be an elliptic curve over the rationals which does not have complex multiplication. Serre showed that the adelic representation attached to has open image, a…

quant-ph2023★ 2 cited

Characterising semi-Clifford gates using algebraic sets

Imin Chen, Nadish de Silva

Motivated by their central role in fault-tolerant quantum computation, we study the sets of gates of the third-level of the Clifford hierarchy and their distinguished subsets of `n…