M. Dion

collaborators

4 papers

q-bio.OT2025

Addressing ecological challenges from a quantum computing perspective

Maxime Clenet, Maxime Dion, F. Guillaume Blanchet

With increased access to data and the advent of computers, the use of statistical tools and numerical simulations is becoming commonplace for ecologists. These approaches help impr…

cond-mat.supr-con2024

Doping dependence of the nonlinear Hall resistivity in electron-doped Pr $_{2 - x}$ Ce $_{x}$ CuO $_{4 \pm δ}$

M. Dion, S. Ghotb, G. Hardy +1

We report on a systematic study of the field dependence of the Hall resistivity $ρ_{y x} (B)$ as a function of doping in thin films of electron-doped superconducting cuprate Pr$_{2-…

cond-mat.supr-con2024

Non-linear Hall resistivity in overdoped Pr $_{1.82}$ Ce $_{0.18}$ CuO $_{4 + δ}$ electron-doped cuprate

S. Ghotb, M. Dion, G. Hardy +1

The Hall coefficient $R_{H}$ as a function of temperature for Pr $_{2 - x}$ Ce $_{x}$ CuO $_{4}$ (PCCO) at $x = 0.17$ shows two sign changes between 0 and 300K that can be explaine…

quant-ph2024

Efficiently manipulating Pauli strings with PauliArray

Maxime Dion, Tania Belabbas, Nolan Bastien

Pauli matrices and Pauli strings are widely used in quantum computing. These mathematical objects are useful to describe or manipulate the quantum state of qubits. They offer a con…

Addressing ecological challenges from a quantum computing perspective

Doping dependence of the nonlinear Hall resistivity in electron-doped Pr2−x​Cex​CuO4±δ​

Non-linear Hall resistivity in overdoped Pr1.82​Ce0.18​CuO4+δ​ electron-doped cuprate

Efficiently manipulating Pauli strings with PauliArray

Doping dependence of the nonlinear Hall resistivity in electron-doped Pr $_{2 - x}$ Ce $_{x}$ CuO $_{4 \pm δ}$

Non-linear Hall resistivity in overdoped Pr $_{1.82}$ Ce $_{0.18}$ CuO $_{4 + δ}$ electron-doped cuprate