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🎓 Computer Science PhDs

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University of Leeds Dr Sharib Ali 🎓 Biomedical Engineering 🎓 Computer Science Deadline: 30 Apr 2026

The PhD studentship will broadly explore development of cutting-edge AI solutions for image registration, anatomy segmentation, and immersive technology.

✓ Fully Funded ⏰ Closing Soon
Added 3 weeks, 6 days ago View & Apply
Postdoctoral Researcher Position (m/f/div) in Metagenomics
Leibniz Institute for Natural Product Research and Infection Biology Prof Gianni Panagiotou 🎓 Bioengineering 🎓 Bioinformatics Deadline: 30 Apr 2026

Three-year postdoctoral position at Leibniz-HKI in Jena, Germany, focusing on computational microbiome research and multi-omics integration to study gut bacteria’s systemic impact on human physiology.

✓ Funded (Competition) ⏰ Closing Soon
Added 4 weeks ago View & Apply
PhD in Advancing Digital Solutions for Sustainable Metals Manufacturing with Innoval and DigitalMetal-CDT
Loughborough University Dr Simon Hogg 🎓 Artificial Intelligence 🎓 Computer Science Deadline: 31 Mar 2026

A 4-year PhD at Loughborough University with DigitalMetal-CDT and Innoval to evaluate and enhance digital tools for sustainable metals manufacturing, combining modelling, data analytics, and sustainability-focused innov…

✓ Fully Funded ⏰ Closing Soon
Added 4 weeks ago View & Apply
European Research Council part-funded PhD Studentship: “Deep Learning-Based Synthetic Histology for Microstructural MRI Biomarkers of the Liver
King’s College London Dr Andrada Ianus, Dr Cheng Zhang 🎓 Biomedical Engineering 🎓 Computer Science Deadline: 17 Apr 2026

Part-funded 3-year PhD at King’s College London focused on combining deep learning and computational histology to develop novel MRI biomarkers for liver micrometastases detection.

Partially Funded ⏰ Closing Soon
Added 4 weeks ago View & Apply
Approximation of Constraint Satisfaction Problems
King's College London Dr Silvia Butti 🎓 Algorithms 🎓 Artificial Intelligence Deadline: 24 Apr 2026

A fully funded PhD project at King’s College London on approximation approaches to constraint satisfaction problems, exploring sub-optimal solutions, max-CSP, and Promise CSPs.

✓ Fully Funded ⏰ Closing Soon
Added 4 weeks, 1 day ago View & Apply