Description du projet
Des techniques de rétroaction pourraient rendre les systèmes quantiques plus stables et plus pratiques
La cohérence et l’intrication quantiques sont des caractéristiques marquantes de la physique quantique et sont au cœur des technologies quantiques. Cependant, la conception de dispositifs quantiques qui exploitent les caractéristiques insolites de la mécanique quantique à grande échelle tout en maintenant la cohérence constitue un véritable défi. Le bruit du milieu environnant peut perturber les schémas d’interférence des qubits et anéantir les opérations quantiques. L’objectif du projet Q-Feedback, financé par l’UE, consiste à relever ce défi grâce à la théorie mathématique des systèmes. Le projet développera des méthodes de contrôle théoriques afin d’analyser et de concevoir des systèmes de rétroaction pour protéger et stabiliser les systèmes quantiques. De nouvelles techniques mathématiques seront exploitées afin de maîtriser les aspects stochastiques inhérents aux mesures quantiques.
Objectif
Quantum technologies, such as quantum computers and simulators, have the potential of revolutionizing our computational speed, communication security and measurement precision. The power of the quantum relies on two key but fragile resources: quantum coherence and entanglement. This promising field is facing a major open question: how to design machines which exploit quantum properties on a large scale, and efficiently protect them from external perturbations (decoherence), which tend to suppress the quantum advantage?
Making a system robust and stable to the influence of external perturbations is one of the core problems in control engineering. The goal of this project is to address the above question from the angle of control systems. The fundamental and scientific ambition is to elaborate theoretical control methods to analyse and design feedback schemes for protecting and stabilizing quantum information. Q-Feedback develops mathematical methods to harness the inherently stochastic aspects of quantum measurements. Relying on the development of original mathematical perturbation techniques specific to open quantum systems, Q-Feedback proposes a new hierarchical strategy for quantum feedback modeling, design and analysis.
The building block of a quantum machine is the quantum bit (qubit), a system which can adopt two quantum states. Despite major progress, qubits remain fragile and lose their quantum properties before a meaningful task can be accomplished. For this reason, a qubit must be both protected against external perturbations, and manipulated to perform a task. Today, no such qubit has been built. In collaboration with experimentalists, the practical ambition is to design, relying on the control tools developed here, qubits readily integrable in a quantum processing unit. The physical platform will be Josephson superconducting circuits. Q-Feedback is expected to demonstrate the crucial role of control engineering in emerging quantum technologies.
Champ scientifique
- engineering and technologyelectrical engineering, electronic engineering, information engineeringelectronic engineeringcontrol systems
- natural sciencesphysical sciencesquantum physics
- engineering and technologyelectrical engineering, electronic engineering, information engineeringelectronic engineeringcomputer hardwarequantum computers
- engineering and technologyelectrical engineering, electronic engineering, information engineeringelectronic engineeringcontrol engineering
- natural sciencesphysical scienceselectromagnetism and electronicssuperconductivity
Programme(s)
Thème(s)
Régime de financement
ERC-ADG - Advanced GrantInstitution d’accueil
75272 Paris
France