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Université de Lorraine

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Fully Funded PhD in Automatic Control, Federated Learning, and Multi-Agent Systems Université de Lorraine in France

Degree Level

PhD

Field of study

Computer Science

Funding

Fully funded PhD position.

Deadline

Oct 1, 2027

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Country

France

University

Université de Lorraine

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Keywords

Computer Science
Electrical Engineering
Mathematics
Federated Learning
Automatic Control
Optimisation
Robotics
Programming Language
Applied Mathematic
Multi-agent System
ML

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About this position

Fully funded PhD position in Automatic Control at Université de Lorraine, France, within the CRAN, Control Identification Diagnosis (CID) Department.

The project focuses on federated learning and multi-agent systems, with a strong emphasis on optimization, networks, and computational methods. This opportunity is well suited to candidates interested in control theory, machine learning, and applied mathematics, especially those with programming experience in Python or MATLAB.

Eligibility: applicants should hold a Master's degree or engineering degree, or be in the final year of such a program, in Automatic Control, Machine Learning, Optimization, or Applied Mathematics. Strong knowledge of optimization, networks, and multi-agent systems is expected, together with excellent programming skills.

Funding: the position is fully funded.

Deadline: rolling basis until filled (starting 1 October 2027).

Interested candidates should apply as soon as possible through the recruitment process referenced in the post.

Funding details

Fully funded PhD position.

What's required

Master's or engineering degree, or final-year status, in Automatic Control, Machine Learning, Optimization, or Applied Mathematics. Strong knowledge of optimization, networks, and multi-agent systems is required, along with excellent programming skills in Python or MATLAB.

How to apply

Apply now via the post's application link or recruitment channel. The position is open on a rolling basis until filled, starting 1 October 2027.

More information can be found here

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