We are seeking a motivated and collaborative individual to join our team as a Postdoctoral Research Associate in Feedback Control Theory / Mathematical Systems Theory. This role offers an exciting opportunity to conduct fundamental, theoretical research in robust feedback control theory within the Department of Electrical and Electronic Engineering at the University of Manchester.
You will work under the direction of Professor Alexander Lanzon, Chair in Control Engineering, contributing to the project “Input‑restricted robust feedback control theory for nonlinear dynamical systems”. The role sits within a dynamic, inclusive and internationally leading research environment with a strong tradition of excellence in control systems research.
This is a full‑time, fixed‑term post for 3 years, starting as soon as possible after interview, based on the University’s Oxford Road campus.
You will be responsible for:
- Conducting leading‑edge theoretical research in feedback control and mathematical systems theory
- Developing new robustness and feedback stability analysis results for nonlinear feedback systems subjected to norm‑restricted exogenous excitations
- Publishing high‑quality research outputs in internationally leading journals such as IEEE Transactions on Automatic Control and Automatica
- Collaborating closely with Professor Lanzon and his team
- Disseminating research through journal publications, conferences, and seminars
We welcome candidates who bring diverse perspectives, experiences, and approaches to their work.
About You
We encourage applications from individuals with a wide range of backgrounds and experiences. You should demonstrate:
Person Specifications:
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A PhD degree in a relevant area of feedback control theory or mathematical systems theory
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Strong theoretical grounding in mathematical systems theory and feedback control theory
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Strong knowledge of topics such as passivity, dissipativity, IQC theory, absolute stability, multiplier theory, functional analysis, robustness analysis, feedback stability analysis
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Experience with functional analysis concepts (e.g. Hilbert spaces, L2- and L2‑induced norms, inner products on L2, the extended L2e space, truncated norms/inner products)
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Publications in leading international journals on topics relevant for this post
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Ability to self‑motivate, initiate new research ideas, and evolve the new ideas to completion under limited supervision.
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Experience working with internationally recognised researchers or research groups
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Excellent English language, presentation abilities, and inter-personal skills.
Please read the Further Particulars document linked at the end of the advert. It contains more information on the required skills necessary for this post and provides additional instructions on what is required for your application.
You must apply via the University’s job application portal. You cannot apply via direct email.
We value intellectual curiosity, rigour and collaborative working as much as formal qualifications.
Our benefits include:
• Generous employer pension contribution
• 29 days annual leave plus bank holidays, along with Christmas closure
• Access to world‑class engineering facilities, including the new £500m Engineering Building
For more information, please see
https://www.manchester.ac.uk/connect/jobs/benefits-working-here/.
You can also find information on Flexible and Hybrid working here:
https://www.staffnet.manchester.ac.uk/people/current-staff/flexible-and-hybrid-working/.
We are an open place of enquiry and challenge. We embrace and celebrate difference, diversity and debate, and we pride ourselves on being a place of education, learning and community. Find out more from our Freedom of Speech Policy:
https://www.staffnet.manchester.ac.uk/news/display/?id=32905.
Enquiries about the role, shortlisting and interviews
Name: Professor Alexander Lanzon
Email Address: [email protected]
General enquiries and administrative support
Technical and job portal support
https://jobseekersupport.jobtrain.co.uk/support/home
Applications close at midnight on the closing date.
Further particulars (with person specification) linked below.