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Fahim Shakib

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PhD in Control Theory for Learned Operators in Dynamical Systems Eindhoven University of Technology in Netherlands

Degree Level

PhD

Field of study

Computer Science

Funding

Available

Deadline

Oct 18, 2026

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Country

Netherlands

University

Eindhoven University of Technology

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Keywords

Computer Science
Mechanical Engineering
Electrical Engineering
Mathematics
Digital Twin Technology
Dynamical Systems
Stability Analysis
Systems Thinking
Optimisation
Applied Mathematic
ML

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About this position

PhD position at Eindhoven University of Technology (TU/e) in Control Theory for Learned Operators in Dynamical Systems.

This project sits at the intersection of control theory, scientific machine learning, operator learning, and dynamical systems. The research goal is to build new mathematical foundations for learned operators so they can be used reliably in simulation, digital twins, optimization, and control of complex engineering systems. You will study how operator-learning models represent dynamical systems, when they admit equivalent state-space representations, and how key system-theoretic properties such as stability, contraction, dissipativity, and robustness can be defined and guaranteed directly in the operator domain.

The position is embedded in the Dynamics and Control group in the Department of Mechanical Engineering at TU/e. The project will combine analytical theory, numerical implementation, and validation in industrially relevant applications across the high-tech, medical, and energy sectors. The work is deliberately broad and not tied to one machine-learning architecture: the aim is to develop principles that apply to current and future deep operator models.

Research topics include feedforward, feedback, and predictive controller design for systems represented by learned operators, as well as theoretical questions on robustness and operator-theoretic modeling. The successful candidate will work in a collaborative, interdisciplinary environment with opportunities to interact with academic and industrial partners, and will be part of a group of about 35 researchers working in dynamical systems and control.

Supervision is provided by Fahim Shakib and Nathan van de Wouw at TU/e. The hiring contact listed in the post is Fahim Shakib, Assistant Professor.

Eligibility highlights: a master’s degree or equivalent in Systems and Control, Mechanical Engineering, Electrical Engineering, Applied Mathematics, or a related field; strong analytical and mathematical skills; interest in machine learning and AI; ability to combine theory with numerical work; and fluent English at C1 level.

Employment conditions include a four-year, full-time PhD appointment with an intermediate assessment after nine months. The salary is on Dutch university scale P, with additional holiday allowance and year-end bonus. TU/e also offers pension, leave, training, commuting/home-working support, and international-candidate support services.

Application is through the online apply button only. A complete application should include a cover letter, CV with publications, and contact details for three references. The vacancy remains open until filled, though the university states that complete applications receive priority.

Funding details

Available

What's required

A master’s degree or equivalent in Systems and Control, Mechanical Engineering, Electrical Engineering, Applied Mathematics, or a closely related field is required. Applicants should have a research-oriented attitude, strong interest and experience in machine learning and artificial intelligence, excellent analytical and mathematical skills, enthusiasm for combining theoretical research with numerical implementation, the ability to work independently and in an interdisciplinary team with industrial partners, motivation to develop teaching skills and coach students, and fluent spoken and written English at C1 level.

How to apply

Apply online using the application button. Submit a cover letter, CV including publications, and contact details for three references. Do not send applications by email or post; complete applications will be prioritized.

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