Projet de recherche doctoral numero :5116

Description

Date depot: 2 avril 2018
Titre: Resource distribution for quantum networks
Encadrant : Frédéric GROSSHANS (LIP6)
Directeur de thèse: Damian MARKHAM (LIP6)
Domaine scientifique: Sciences et technologies de l'information et de la communication
Thématique CNRS : Systèmes et réseaux

Resumé: A key component of future quantum technologies will be quantum networks. With quantum networks, application beyond point to point quantum key distribution (QKD) will be possible, like multi party quantum communication or cryptography, delegated quantum computing, or even simultaneous QKD with different pairs of clients. Another potential application of quantum networks is the distribution of quantum states between the various components of a quantum computer. The theoretical study of quantum networks has only started in the last few years, and the methods to characterize them, and even the definition of the relevant figures of merit, is an active subject of research. Despites this, research in this field is highly dynamic, motivated by progresses in many experimental systems for quantum technologies — photonic qubits and continuous variables, cold-atom or solid state based quantum memories, hybrid superconductor–photonic systems, etc. —, which shows that quantum networks will likely implemented soon. This doctoral project will be centered around the theoretical study of quantum networks. This will involve the characterization and optimization of the distribution of resource states across a network — including bipartite and multipartite entangled states for quantum cryptography or communication, non-Gaussian or magic states for quantum computation, etc. We will study idealized models and universal figure of merits — e.g. noiseless networks with nodes able to perform arbitrary Clifford operations — in order to achieve an understanding of such systems, and also to bound the powers of networked adversaries in cryptographic protocols. We will also consider the strengths and imperfections of experimentally relevant systems — like e.g. the continuous variable systems developed by Eleni Diamanti in our team or by Nicolas Treps in the neighboring Laboratoire Kastler Brossel — and thus be part of he development of actual quantum networks.

Doctorant.e: Meignant Clément