Projects for the research session

The following projects will be proposed for the research session:

  • EPITA: Protocols and Software Tools for Hybrid, Post-Quantum and Quantum, Cryptography
  • ERC EMC2: Some Open Questions Concerning Hybrid Quantum Eigensolver
  • ERC EMC2: Hybrid Quantum-Classical Approach for Solving Nonlinear PDEs Using Domain Decomposition Techniques to Mitigate Barren Plateaus
  • IBM Quantum:  Optimization of quantum circuits for error-corrected quantum computers
  • IFPEN: Quantum approaches to mobility optimization problems: a feasibility study
  • La Poste : Optimizing the supply of empty containers
  • L’OREAL : Exploring the acceleration potential of quantum optimization algorithm in finding the Eulerian path in genome graph data
  • ONERA : Quantum simulation of hyperbolic conservation laws with relaxation
  • RTE: Optimal scheduling for the maintenance of electrical installations
  • THALES : Quantum Group Convolution for PDEs

Additional projects will be published. More information will be available soon.

Hackathon projects

from July 21 to August 22, 2025

Exploring the acceleration potential of quantum optimization algorithm in finding the Eulerian path in genome graph data

Details

Hybrid Quantum-Classical Approach for Solving Nonlinear PDEs Using Domain Decomposition Techniques to Mitigate Barren Plateaus

Details

Supervised by : Y. Maday

Optimal scheduling for the maintenance of electrical installations

Details

Optimization of quantum circuits for error-corrected quantum computers

Details

Optimizing the supply of empty containers

Details

Protocols and Software Tools for Hybrid, Post-Quantum and Quantum, Cryptography

Details

Supervised by : L. Perret

Quantum approaches to mobility optimization problems: a feasibility study

Details

Supervised by : I. Ben Gharbia, Q. H. Tran

Quantum Group Convolution for PDEs

Details

Supervised by : F. Barbaresco

Quantum simulation of hyperbolic conservation laws with relaxation

Details

Some Open Questions Concerning Hybrid Quantum Eigensolver Abstract

Details

Supervised by : Y. Maday