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University Of Strathclyde

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PhD in Quantum Control Theory for Noise-Agnostic Quantum Computing at University of Strathclyde University of Strathclyde in United Kingdom

Degree Level

PhD

Field of study

Computer Science

Funding

Full funding available
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Country

United Kingdom

University

University Of Strathclyde

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Keywords

Computer Science
Electrical Engineering
Mathematics
Quantum Computing
Quantum Communication
Physics
open quantum systems

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About this position

Pablo Poggi at the University of Strathclyde is advertising a PhD opening in the Department of Physics (Glasgow, UK) focused on quantum control theory, quantum information science, quantum technologies, and open quantum systems.

The project aims to develop noise-agnostic optimal control techniques that dynamically modulate system-environment interactions to reduce imperfections and protect key quantum computing operations such as entangling gates and state preparation. This is a strong fit for candidates interested in theoretical and computational work at the interface of physics and quantum computing.

Ideal applicants should have a background in quantum information and a clear interest in building new methods to make quantum hardware more resilient to decoherence and noise. The post does not specify funding details in the text, but it directs applicants to the full opportunity page for application instructions.

Interested candidates should review the linked Strathclyde postgraduate research opportunity page and follow the university application process. The post is explicitly framed as a request for a PhD student to join the group.

Funding details

Full funding including tuition fees and living expenses is available for this position. The scholarship covers all educational costs and provides a monthly stipend.

How to apply

Please submit your application including a cover letter, CV, academic transcripts, and contact information for two references. Applications should be sent via the online portal before the deadline.

More information can be found here

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