👨🏻‍💻 Aspiring Quantum Computing Researcher | Theoretical Physics Master's Student

Currently pursuing a Master’s degree in Theoretical Physics at CY Cergy Paris Université, I’m passionate about Quantum Computing, Computational Physics, and Numerical Simulations.
My long-term goal is to become a researcher in Quantum Information Science, focusing on Quantum Error Correction.

Let $D$ be the Description Operator.

$D\ket{Théo} = \frac{1}{\sqrt{2}}\big(\ket{Master's} \otimes \ket{Theoretical\ Physics} + \ket{Passionate} \otimes (\ket{Quantum\ Computing} + \ket{Cryptography} + \ket{Simulations})\big)$

• 🎓 Master’s in Theoretical Physics
• Interested in Quantum Computing, Cryptography, and Numerical Simulations
• Aspiring PhD researcher in Quantum Error Correction
• Research experience on the Quantum Zeno Effect at Cergy Theoretical Physics Laboratory as part of my bachelor's degree internship.
  ➡ report on the Quantum Zeno Effect

Define $S$ as the Skills Operator.

$S\ket{Théo} = \frac{1}{\sqrt{10}}\big(2\ket{Python} + \sqrt{2}\ket{Qiskit} + \ket{NumPy,\ SciPy,\ Matplotlib} + \ket{Pygame} + \ket{Git,\ GitHub} + \ket{LaTeX}\big)$

• Languages: Python
• Quantum Computing: Qiskit
• Scientific Computing: NumPy, SciPy, Matplotlib
• Numerical Methods: Finite Difference, Spectral Methods
• Game Development: Pygame
• Version Control: Git, GitHub
• Others: LaTeX (scientific writing)

Implemented a neural decoder for quantum error correction (3-qubit bit-flip code), training a neural network to predict optimal corrections from measured syndromes.
➡ neural-network

introduction to LDPC codes, one of the most elegant and powerful error-correcting code families in classical information theory.
➡ Low-Density-Parity-Check

Numerical solutions of PDEs such as the Schrödinger and heat diffusion equations, with examples including the harmonic oscillator, quantum tunneling, and the double-slit experiment.
📈 Project Grade: 19/20 in Computational Physics (Master 1)
➡ schrodinger-equation

Simulations of interacting particles under physical potentials, demonstrating the emergence of crystalline order from disordered motion.
📈 Project Grade: 19.5/20 in Computational Physics (Master 1)
➡ particle-simulation

Implementation of cryptographic algorithms to deterministically generate secure passwords based on a user-provided identifier and master key.
➡ password-generator

Simulation of the Ising model via Markov chains and the Metropolis algorithm to explore phase transitions and equilibrium states.
📈 Course: Monte Carlo (Master 1) – Grade: 20/20
➡ monte-carlo

Developing an educational puzzle game introducing fundamental principles of quantum mechanics through gameplay.
➡ quantum-game

A procedurally generated 2D world inspired by Minecraft, developed with Python & Pygame.
➡ adventure-game

(More projects coming soon!)

• Email: theo6huet@gmail.com
• LinkedIn: theo-huet
• GitHub: @TheoHuetQC