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Post-doctorant·e en théorie de l'information quantique des systèmes bosoniques TELECOM Sud Paris in France
Degree Level
Postdoc
Field of study
Mathematics
Funding
Available
Country
France
University
Télécom SudParis
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About this position
This postdoctoral position at Télécom SudParis focuses on quantum information theory for bosonic systems, with a particular emphasis on non-Gaussian states and channels. The researcher will investigate the mathematical and informational properties of bosonic quantum states and channels, and work on entropy inequalities that arise in bosonic quantum information, including inequalities connected to beam splitters and other physically relevant bosonic transformations.
The project combines tools from quantum information theory, matrix and operator analysis, and majorization theory to develop new mathematical methods for studying non-Gaussian bosonic systems. A key objective is to apply these results to the characterization of information transmission through bosonic quantum channels, including the derivation of capacity formulas and upper or lower bounds on communication capacities.
The role also includes contributing to the scientific goals and deliverables of the research project, presenting results within the team and to external collaborators, and preparing scientific publications. In addition to research, the postdoctoral researcher will take part in teaching and supervision activities linked to a course in quantum information theory, and contribute to the department’s scientific activity and wider visibility.
The position is embedded in the academic environment of Télécom SudParis and connected with the Institut Mines-Télécom and the Institut Polytechnique de Paris, with opportunities for collaboration in France and abroad.
Funding details
Available
How to apply
Apply via the official job posting on Choisir le service public. Use the application link provided in the advert and follow the portal instructions.
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Prepare your application
Review drafts and confirm requirements with the university.
Make your next move.
Prepare your application
Review drafts and confirm requirements with the university.